diff --git a/.circleci/test.yml b/.circleci/test.yml index 6ac32e5656..505822b3db 100644 --- a/.circleci/test.yml +++ b/.circleci/test.yml @@ -61,10 +61,11 @@ jobs: command: | pip install git+https://github.com/open-mmlab/mmengine.git@main pip install -U openmim - mim install 'mmcv>=2.0.0rc4' - pip install mmcls==1.0.0rc6 - pip install git+https://github.com/open-mmlab/mmdetection.git@main + mim install mmcv>=2.0.0 + pip install mmpretrain>=1.0.0rc7 + pip install mmdet>=3.0.0 pip install -r requirements/tests.txt -r requirements/optional.txt + python -m pip install albumentations>=0.3.2 --no-binary qudida,albumentations - run: name: Build and install command: | @@ -96,21 +97,21 @@ jobs: name: Clone Repos command: | git clone -b main --depth 1 https://github.com/open-mmlab/mmengine.git /home/circleci/mmengine - git clone -b dev-3.x --depth 1 https://github.com/open-mmlab/mmdetection.git /home/circleci/mmdetection - run: name: Build Docker image command: | docker build .circleci/docker -t mmseg:gpu --build-arg PYTORCH=<< parameters.torch >> --build-arg CUDA=<< parameters.cuda >> --build-arg CUDNN=<< parameters.cudnn >> - docker run --gpus all -t -d -v /home/circleci/project:/mmseg -v /home/circleci/mmengine:/mmengine -v /home/circleci/mmclassification:/mmclassification -v /home/circleci/mmdetection:/mmdetection -w /mmseg --name mmseg mmseg:gpu + docker run --gpus all -t -d -v /home/circleci/project:/mmseg -v /home/circleci/mmengine:/mmengine -v /home/circleci/mmpretrain:/mmpretrain -v /home/circleci/mmdetection:/mmdetection -w /mmseg --name mmseg mmseg:gpu - run: name: Install mmseg dependencies command: | docker exec mmseg pip install -e /mmengine docker exec mmseg pip install -U openmim - docker exec mmseg mim install 'mmcv>=2.0.0rc4' - docker exec mmseg pip install mmcls==1.0.0rc6 - docker exec mmseg pip install -e /mmdetection + docker exec mmseg mim install mmcv>=2.0.0 + docker exec mmseg pip install mmpretrain>=1.0.0rc7 + docker exec mmseg mim install mmdet>=3.0.0 docker exec mmseg pip install -r requirements/tests.txt -r requirements/optional.txt + docker exec mmseg python -m pip install albumentations>=0.3.2 --no-binary qudida,albumentations - run: name: Build and install command: | @@ -144,8 +145,8 @@ workflows: - main - build_cpu: name: minimum_version_cpu - torch: 1.6.0 - torchvision: 0.7.0 + torch: 1.8.1 + torchvision: 0.9.1 python: "3.7" requires: - lint @@ -176,10 +177,10 @@ workflows: jobs: - build_cuda: name: minimum_version_gpu - torch: 1.6.0 + torch: 1.8.1 # Use double quotation mark to explicitly specify its type # as string instead of number - cuda: "10.1" + cuda: "10.2" filters: branches: only: diff --git a/.dev/batch_test_list.py b/.dev_scripts/batch_test_list.py similarity index 100% rename from .dev/batch_test_list.py rename to .dev_scripts/batch_test_list.py diff --git a/.dev/batch_train_list.txt b/.dev_scripts/batch_train_list.txt similarity index 100% rename from .dev/batch_train_list.txt rename to .dev_scripts/batch_train_list.txt diff --git a/.dev/benchmark_evaluation.sh b/.dev_scripts/benchmark_evaluation.sh similarity index 100% rename from .dev/benchmark_evaluation.sh rename to .dev_scripts/benchmark_evaluation.sh diff --git a/.dev_scripts/benchmark_full_models.txt b/.dev_scripts/benchmark_full_models.txt new file mode 100644 index 0000000000..c574d8f15d --- /dev/null +++ b/.dev_scripts/benchmark_full_models.txt @@ -0,0 +1,56 @@ +ann/ann_r50-d8_4xb2-40k_cityscapes-512x1024.py +apcnet/apcnet_r50-d8_4xb4-80k_ade20k-512x512.py +beit/beit-large_upernet_8xb1-amp-160k_ade20k-640x640.py +bisenetv1/bisenetv1_r18-d32_4xb4-160k_coco-stuff164k-512x512.py +bisenetv2/bisenetv2_fcn_4xb4-ohem-160k_cityscapes-1024x1024.py +ccnet/ccnet_r50-d8_4xb2-40k_cityscapes-512x1024.py +cgnet/cgnet_fcn_4xb4-60k_cityscapes-680x680.py +convnext/convnext-tiny_upernet_8xb2-amp-160k_ade20k-512x512.py +danet/danet_r50-d8_4xb2-40k_cityscapes-512x1024.py +deeplabv3/deeplabv3_r50-d8_4xb2-40k_cityscapes-512x1024.py +deeplabv3plus/deeplabv3plus_r101-d8_4xb2-40k_cityscapes-769x769.py +dmnet/dmnet_r50-d8_4xb2-40k_cityscapes-512x1024.py +dnlnet/dnl_r50-d8_4xb2-40k_cityscapes-512x1024.py +dpt/dpt_vit-b16_8xb2-160k_ade20k-512x512.py +emanet/eemanet_r50-d8_4xb2-80k_cityscapes-512x1024.py +encnet/encnet_r50-d8_4xb4-80k_ade20k-512x512.py +erfnet/erfnet_fcn_4xb4-160k_cityscapes-512x1024.py +fastfcn/fastfcn_r50-d32_jpu_aspp_4xb2-80k_cityscapes-512x1024.py +fastscnn/fast_scnn_8xb4-160k_cityscapes-512x1024.py +fcn/fcn_r50-d8_4xb2-40k_cityscapes-512x1024.py +gcnet/gcnet_r50-d8_4xb2-40k_cityscapes-769x769.py +hrnet/fcn_hr18s_4xb4-80k_ade20k-512x512.py +icnet/icnet_r50-d8_4xb2-80k_cityscapes-832x832.py +isanet/isanet_r50-d8_4xb2-80k_cityscapes-512x1024.py +knet/knet-s3_swin-l_upernet_8xb2-adamw-80k_ade20k-640x640.py +mae/mae-base_upernet_8xb2-amp-160k_ade20k-512x512.py +mask2former/mask2former_r50_8xb2-90k_cityscapes-512x1024.py +mask2former/mask2former_swin-t_8xb2-90k_cityscapes-512x1024.py +mask2former/mask2former_swin-s_8xb2-160k_ade20k-512x512.py +mask2former/mask2former_swin-l-in22k-384x384-pre_8xb2-160k_ade20k-640x640.py +maskformer/maskformer_r50-d32_8xb2-160k_ade20k-512x512.py +maskformer/maskformer_r101-d32_8xb2-160k_ade20k-512x512.py +maskformer/maskformer_swin-t_upernet_8xb2-160k_ade20k-512x512.py +maskformer/maskformer_swin-s_upernet_8xb2-160k_ade20k-512x512.py +mobilenet_v2/mobilenet-v2-d8_pspnet_4xb2-80k_cityscapes-512x1024.py +mobilenet_v3/mobilenet-v3-d8-scratch_lraspp_4xb4-320k_cityscapes-512x1024.py +nonlocal_net/nonlocal_r50-d8_4xb2-40k_cityscapes-512x1024.py +ocrnet/ocrnet_hr18_4xb4-80k_ade20k-512x512.py +pidnet/pidnet-l_2xb6-120k_1024x1024-cityscapes.py +point_rend/pointrend_r50_4xb2-80k_cityscapes-512x1024.py +poolformer/fpn_poolformer_m48_8xb4-40k_ade20k-512x512.py +psanet/psanet_r101-d8_4xb4-80k_ade20k-512x512.py +pspnet/pspnet_r50-d8-rsb_4xb2-adamw-80k_cityscapes-512x1024.py +resnest/resnest_s101-d8_deeplabv3_4xb4-160k_ade20k-512x512.py +segformer/segformer_mit-b5_8xb1-160k_cityscapes-1024x1024.py +segformer/segformer_mit-b5_8xb2-160k_ade20k-512x512.py +segmenter/segmenter_vit-t_mask_8xb1-160k_ade20k-512x512.py +segnext/segnext_mscan-t_1xb16-adamw-160k_ade20k-512x512.py +sem_fpn/fpn_r101_4xb2-80k_cityscapes-512x1024.py +setr/setr_vit-l-mla_8xb1-160k_ade20k-512x512.py +stdc/stdc1_in1k-pre_4xb12-80k_cityscapes-512x1024.py +swin/swin-small-patch4-window7-in1k-pre_upernet_8xb2-160k_ade20k-512x512.py +twins/twins_pcpvt-s_uperhead_8xb4-160k_ade20k-512x512.py +unet/unet-s5-d16_fcn_4xb4-160k_cityscapes-512x1024.py +upernet/upernet_r50_4xb2-40k_cityscapes-769x769.py +vit/vit_deit-s16_upernet_8xb2-80k_ade20k-512x512.py diff --git a/.dev/benchmark_inference.py b/.dev_scripts/benchmark_inference.py similarity index 100% rename from .dev/benchmark_inference.py rename to .dev_scripts/benchmark_inference.py diff --git a/.dev_scripts/benchmark_options.py b/.dev_scripts/benchmark_options.py new file mode 100644 index 0000000000..51909a091c --- /dev/null +++ b/.dev_scripts/benchmark_options.py @@ -0,0 +1,10 @@ +third_part_libs = [ + 'pip install mmengine', + 'pip install mmcv>=2.0.0', + 'pip install mmcls==1.0.0rc6', + 'pip install mmdet==3.0.0', + 'pip install -r requirements.txt', + 'pip install timm', +] + +default_floating_range = 0.5 diff --git a/.dev/benchmark_train.sh b/.dev_scripts/benchmark_train.sh similarity index 100% rename from .dev/benchmark_train.sh rename to .dev_scripts/benchmark_train.sh diff --git a/.dev_scripts/benchmark_train_models.txt b/.dev_scripts/benchmark_train_models.txt new file mode 100644 index 0000000000..887b2e376f --- /dev/null +++ b/.dev_scripts/benchmark_train_models.txt @@ -0,0 +1,25 @@ +bisenetv1/bisenetv1_r18-d32_4xb4-160k_coco-stuff164k-512x512.py +bisenetv2/bisenetv2_fcn_4xb4-ohem-160k_cityscapes-1024x1024.py +deeplabv3/deeplabv3_r50-d8_4xb2-40k_cityscapes-512x1024.py +deeplabv3/deeplabv3_r101-d8_4xb4-160k_ade20k-512x512.py +deeplabv3plus/deeplabv3plus_r101-d8_4xb2-40k_cityscapes-769x769.py +deeplabv3plus/deeplabv3plus_r50-d8_4xb4-80k_ade20k-512x512.py +hrnet/fcn_hr18s_4xb4-80k_ade20k-512x512.py +hrnet/fcn_hr18_4xb2-160k_cityscapes-512x1024.py +knet/knet-s3_swin-l_upernet_8xb2-adamw-80k_ade20k-512x512.py +knet/knet-s3_r50-d8_pspnet_8xb2-adamw-80k_ade20k-512x512.py +mae/mae-base_upernet_8xb2-amp-160k_ade20k-512x512.py +mask2former/mask2former_swin-l-in22k-384x384-pre_8xb2-160k_ade20k-640x640.py +maskformer/maskformer_swin-s_upernet_8xb2-160k_ade20k-512x512.py +mobilenet_v2/mobilenet-v2-d8_deeplabv3_4xb2-80k_cityscapes-512x1024.py +ocrnet/ocrnet_hr48_4xb4-80k_ade20k-512x512.py +pidnet/pidnet-m_2xb6-120k_1024x1024-cityscapes.py +pspnet/pspnet_r50-d8-rsb_4xb2-adamw-80k_cityscapes-512x1024.py +pspnet/pspnet_r101-d8_4xb4-80k_ade20k-512x512.py +segformer/segformer_mit-b5_8xb2-160k_ade20k-512x512.py +segmenter/segmenter_vit-t_mask_8xb1-160k_ade20k-512x512.py +segnext/segnext_mscan-t_1xb16-adamw-160k_ade20k-512x512.py +swin/swin-base-patch4-window12-in22k-384x384-pre_upernet_8xb2-160k_ade20k-512x512.py +twins/twins_pcpvt-l_uperhead_8xb2-160k_ade20k-512x512.py +unet/unet-s5-d16_fcn_4xb4-160k_cityscapes-512x1024.py +upernet/upernet_r101_4xb2-40k_cityscapes-512x1024.py diff --git a/.dev/check_urls.py b/.dev_scripts/check_urls.py similarity index 100% rename from .dev/check_urls.py rename to .dev_scripts/check_urls.py diff --git a/.dev/gather_benchmark_evaluation_results.py b/.dev_scripts/gather_benchmark_evaluation_results.py similarity index 100% rename from .dev/gather_benchmark_evaluation_results.py rename to .dev_scripts/gather_benchmark_evaluation_results.py diff --git a/.dev/gather_benchmark_train_results.py b/.dev_scripts/gather_benchmark_train_results.py similarity index 100% rename from .dev/gather_benchmark_train_results.py rename to .dev_scripts/gather_benchmark_train_results.py diff --git a/.dev/gather_models.py b/.dev_scripts/gather_models.py similarity index 100% rename from .dev/gather_models.py rename to .dev_scripts/gather_models.py diff --git a/.dev/generate_benchmark_evaluation_script.py b/.dev_scripts/generate_benchmark_evaluation_script.py similarity index 98% rename from .dev/generate_benchmark_evaluation_script.py rename to .dev_scripts/generate_benchmark_evaluation_script.py index bdc5a8fca0..4c48f85420 100644 --- a/.dev/generate_benchmark_evaluation_script.py +++ b/.dev_scripts/generate_benchmark_evaluation_script.py @@ -17,7 +17,7 @@ def parse_args(): parser.add_argument( '--out', type=str, - default='.dev/benchmark_evaluation.sh', + default='.dev_scripts/benchmark_evaluation.sh', help='path to save model benchmark script') args = parser.parse_args() diff --git a/.dev/generate_benchmark_train_script.py b/.dev_scripts/generate_benchmark_train_script.py similarity index 98% rename from .dev/generate_benchmark_train_script.py rename to .dev_scripts/generate_benchmark_train_script.py index 4e6fa181ff..4bfdfbf09f 100644 --- a/.dev/generate_benchmark_train_script.py +++ b/.dev_scripts/generate_benchmark_train_script.py @@ -19,7 +19,7 @@ def parse_args(): parser.add_argument( '--out', type=str, - default='.dev/benchmark_train.sh', + default='.dev_scripts/benchmark_train.sh', help='path to save model benchmark script') args = parser.parse_args() diff --git a/.dev/log_collector/example_config.py b/.dev_scripts/log_collector/example_config.py similarity index 100% rename from .dev/log_collector/example_config.py rename to .dev_scripts/log_collector/example_config.py diff --git a/.dev/log_collector/log_collector.py b/.dev_scripts/log_collector/log_collector.py similarity index 100% rename from .dev/log_collector/log_collector.py rename to .dev_scripts/log_collector/log_collector.py diff --git a/.dev/log_collector/readme.md b/.dev_scripts/log_collector/readme.md similarity index 100% rename from .dev/log_collector/readme.md rename to .dev_scripts/log_collector/readme.md diff --git a/.dev/log_collector/utils.py b/.dev_scripts/log_collector/utils.py similarity index 100% rename from .dev/log_collector/utils.py rename to .dev_scripts/log_collector/utils.py diff --git a/.dev/update_model_index.py b/.dev_scripts/update_model_index.py similarity index 100% rename from .dev/update_model_index.py rename to .dev_scripts/update_model_index.py diff --git a/.dev/upload_modelzoo.py b/.dev_scripts/upload_modelzoo.py similarity index 100% rename from .dev/upload_modelzoo.py rename to .dev_scripts/upload_modelzoo.py diff --git a/.owners.yml b/.owners.yml index 35a262b7c0..20f2070d40 100644 --- a/.owners.yml +++ b/.owners.yml @@ -5,8 +5,3 @@ assign: daily-shift-based assignees: - xiexinch - - csatsurnh - - xiexinch - - csatsurnh - - xiexinch - - csatsurnh diff --git a/.pre-commit-config.yaml b/.pre-commit-config.yaml index 3bc3fd09a8..cf6ecdd8fc 100644 --- a/.pre-commit-config.yaml +++ b/.pre-commit-config.yaml @@ -47,7 +47,7 @@ repos: - id: update-model-index name: update-model-index description: Collect model information and update model-index.yml - entry: .dev/update_model_index.py + entry: .dev_scripts/update_model_index.py additional_dependencies: [pyyaml] language: python require_serial: true diff --git a/MANIFEST.in b/MANIFEST.in index 7734e71d5f..bd8c7c06d2 100644 --- a/MANIFEST.in +++ b/MANIFEST.in @@ -1,4 +1,5 @@ include requirements/*.txt include mmseg/.mim/model-index.yml +include mmaction/.mim/dataset-index.yml recursive-include mmseg/.mim/configs *.py *.yaml recursive-include mmseg/.mim/tools *.py *.sh diff --git a/README.md b/README.md index 0736d7b67d..42b99daa5f 100644 --- a/README.md +++ b/README.md @@ -88,12 +88,12 @@ MMSegmentation v1.x brings remarkable improvements over the 0.x release, offerin ## What's New -v1.0.0 was released on 04/06/2023. +v1.1.0 was released on 07/04/2023. Please refer to [changelog.md](docs/en/notes/changelog.md) for details and release history. -- Add Mapillary Vistas Datasets support to MMSegmentation Core Package ([#2576](https://github.com/open-mmlab/mmsegmentation/pull/2576)) -- Support PIDNet ([#2609](https://github.com/open-mmlab/mmsegmentation/pull/2609)) -- Support SegNeXt ([#2654](https://github.com/open-mmlab/mmsegmentation/pull/2654)) +- Support 24 medical image datasets in [projects](./projects/medical/). +- Add GDAL backend and support remote sensing datasets [LEVIR-CD](https://github.com/open-mmlab/mmsegmentation/pull/2903). +- Support [DDRNet](https://github.com/open-mmlab/mmsegmentation/pull/2855). ## Installation @@ -110,6 +110,60 @@ A Colab tutorial is also provided. You may preview the notebook [here](demo/MMSe To migrate from MMSegmentation 0.x, please refer to [migration](docs/en/migration). +## Tutorial + +
+Get Started + +- [MMSeg overview](docs/en/overview.md) +- [MMSeg Installation](docs/en/get_started.md) +- [FAQ](docs/en/notes/faq.md) + +
+ +
+MMSeg Basic Tutorial + +- [Tutorial 1: Learn about Configs](docs/en/user_guides/1_config.md) +- [Tutorial 2: Prepare datasets](docs/en/user_guides/2_dataset_prepare.md) +- [Tutorial 3: Inference with existing models](docs/en/user_guides/3_inference.md) +- [Tutorial 4: Train and test with existing models](docs/en/user_guides/4_train_test.md) +- [Tutorial 5: Model deployment](docs/en/user_guides/5_deployment.md) +- [Useful Tools](docs/en/user_guides/useful_tools.md) +- [Feature Map Visualization](docs/en/user_guides/visualization_feature_map.md) +- [Visualization](docs/en/user_guides/visualization.md) + +
+ +
+MMSeg Detail Tutorial + +- [MMSeg Dataset](docs/en/advanced_guides/datasets.md) +- [MMSeg Models](docs/en/advanced_guides/models.md) +- [MMSeg Dataset Structures](docs/en/advanced_guides/structures.md) +- [MMSeg Data Transforms](docs/en/advanced_guides/transforms.md) +- [MMSeg Dataflow](docs/en/advanced_guides/data_flow.md) +- [MMSeg Training Engine](docs/en/advanced_guides/engine.md) +- [MMSeg Evaluation](docs/en/advanced_guides/evaluation.md) + +
+ +
+MMSeg Development Tutorial + +- [Add New Datasets](docs/en/advanced_guides/add_datasets.md) +- [Add New Metrics](docs/en/advanced_guides/add_metrics.md) +- [Add New Modules](docs/en/advanced_guides/add_models.md) +- [Add New Data Transforms](docs/en/advanced_guides/add_transforms.md) +- [Customize Runtime Settings](docs/en/advanced_guides/customize_runtime.md) +- [Training Tricks](docs/en/advanced_guides/training_tricks.md) +- [Contribute code to MMSeg](.github/CONTRIBUTING.md) +- [Contribute a standard dataset in projects](docs/zh_cn/advanced_guides/contribute_dataset.md) +- [NPU (HUAWEI Ascend)](docs/en/device/npu.md) +- [0.x → 1.x migration](docs/en/migration/interface.md),[0.x → 1.x package](docs/en/migration/package.md) + +
+ ## Benchmark and model zoo Results and models are available in the [model zoo](docs/en/model_zoo.md). @@ -174,6 +228,7 @@ Results and models are available in the [model zoo](docs/en/model_zoo.md). - [x] [MaskFormer (NeurIPS'2021)](configs/maskformer) - [x] [Mask2Former (CVPR'2022)](configs/mask2former) - [x] [PIDNet (ArXiv'2022)](configs/pidnet) +- [x] [DDRNet (T-ITS'2022)](configs/ddrnet) @@ -197,6 +252,7 @@ Results and models are available in the [model zoo](docs/en/model_zoo.md). - [x] [Vaihingen](https://github.com/open-mmlab/mmsegmentation/blob/main/docs/en/user_guides/2_dataset_prepare.md#isprs-vaihingen) - [x] [iSAID](https://github.com/open-mmlab/mmsegmentation/blob/main/docs/en/user_guides/2_dataset_prepare.md#isaid) - [x] [Mapillary Vistas](https://github.com/open-mmlab/mmsegmentation/blob/main/docs/en/user_guides/2_dataset_prepare.md#mapillary-vistas-datasets) +- [x] [LEVIR-CD](https://github.com/open-mmlab/mmsegmentation/blob/main/docs/en/user_guides/2_dataset_prepare.md#levir-cd) diff --git a/README_zh-CN.md b/README_zh-CN.md index 3bf45ae834..587fdcf042 100644 --- a/README_zh-CN.md +++ b/README_zh-CN.md @@ -87,7 +87,7 @@ MMSegmentation v1.x 在 0.x 版本的基础上有了显著的提升,提供了 ## 更新日志 -最新版本 v1.0.0 在 2023.04.06 发布。 +最新版本 v1.1.0 在 2023.07.04 发布。 如果想了解更多版本更新细节和历史信息,请阅读[更新日志](docs/en/notes/changelog.md)。 ## 安装 @@ -104,6 +104,60 @@ MMSegmentation v1.x 在 0.x 版本的基础上有了显著的提升,提供了 若需要将 0.x 版本的代码迁移至新版,请参考[迁移文档](docs/zh_cn/migration)。 +## 教程文档 + +
+开启 MMSeg 之旅 + +- [MMSeg 概述](docs/zh_cn/overview.md) +- [安装和验证](docs/zh_cn/get_started.md) +- [常见问题解答](docs/zh_cn/notes/faq.md) + +
+ +
+MMSeg 快速入门教程 + +- [教程1:了解配置文件](docs/zh_cn/user_guides/1_config.md) +- [教程2:准备数据集](docs/zh_cn/user_guides/2_dataset_prepare.md) +- [教程3:使用预训练模型推理](docs/zh_cn/user_guides/3_inference.md) +- [教程4:使用现有模型进行训练和测试](docs/zh_cn/user_guides/4_train_test.md) +- [教程5:模型部署](docs/zh_cn/user_guides/5_deployment.md) +- [常用工具](docs/zh_cn/user_guides/useful_tools.md) +- [特征图可视化](docs/zh_cn/user_guides/visualization_feature_map.md) +- [可视化](docs/zh_cn/user_guides/visualization.md) + +
+ +
+MMSeg 细节介绍 + +- [MMSeg 数据集介绍](docs/zh_cn/advanced_guides/datasets.md) +- [MMSeg 模型介绍](docs/zh_cn/advanced_guides/models.md) +- [MMSeg 数据结构介绍](docs/zh_cn/advanced_guides/structures.md) +- [MMSeg 数据增强介绍](docs/zh_cn/advanced_guides/transforms.md) +- [MMSeg 数据流介绍](docs/zh_cn/advanced_guides/data_flow.md) +- [MMSeg 训练引擎介绍](docs/zh_cn/advanced_guides/engine.md) +- [MMSeg 模型评测介绍](docs/zh_cn/advanced_guides/evaluation.md) + +
+ +
+MMSeg 开发教程 + +- [新增自定义数据集](docs/zh_cn/advanced_guides/add_datasets.md) +- [新增评测指标](docs/zh_cn/advanced_guides/add_metrics.md) +- [新增自定义模型](docs/zh_cn/advanced_guides/add_models.md) +- [新增自定义数据增强](docs/zh_cn/advanced_guides/add_transforms.md) +- [自定义运行设定](docs/zh_cn/advanced_guides/customize_runtime.md) +- [训练技巧](docs/zh_cn/advanced_guides/training_tricks.md) +- [如何给 MMSeg贡献代码](.github/CONTRIBUTING.md) +- [在 projects 给 MMSeg 贡献一个标准数据集](docs/zh_cn/advanced_guides/contribute_dataset.md) +- [NPU (华为 昇腾)](docs/zh_cn/device/npu.md) +- [0.x → 1.x 迁移文档](docs/zh_cn/migration/interface.md),[0.x → 1.x 库变更文档](docs/zh_cn/migration/package.md) + +
+ ## 基准测试和模型库 测试结果和模型可以在[模型库](docs/zh_cn/model_zoo.md)中找到。 @@ -168,6 +222,7 @@ MMSegmentation v1.x 在 0.x 版本的基础上有了显著的提升,提供了 - [x] [MaskFormer (NeurIPS'2021)](configs/maskformer) - [x] [Mask2Former (CVPR'2022)](configs/mask2former) - [x] [PIDNet (ArXiv'2022)](configs/pidnet) +- [x] [DDRNet (T-ITS'2022)](configs/ddrnet) @@ -191,6 +246,7 @@ MMSegmentation v1.x 在 0.x 版本的基础上有了显著的提升,提供了 - [x] [Vaihingen](https://github.com/open-mmlab/mmsegmentation/blob/main/docs/zh_cn/dataset_prepare.md#isprs-vaihingen) - [x] [iSAID](https://github.com/open-mmlab/mmsegmentation/blob/main/docs/zh_cn/dataset_prepare.md#isaid) - [x] [Mapillary Vistas](https://github.com/open-mmlab/mmsegmentation/blob/main/docs/en/user_guides/2_dataset_prepare.md#mapillary-vistas-datasets) +- [x] [LEVIR-CD](https://github.com/open-mmlab/mmsegmentation/blob/main/docs/en/user_guides/2_dataset_prepare.md#levir-cd) diff --git a/configs/_base_/datasets/levir_256x256.py b/configs/_base_/datasets/levir_256x256.py new file mode 100644 index 0000000000..a2a69aa9e9 --- /dev/null +++ b/configs/_base_/datasets/levir_256x256.py @@ -0,0 +1,59 @@ +# dataset settings +dataset_type = 'LEVIRCDDataset' +data_root = r'data/LEVIRCD' + +albu_train_transforms = [ + dict(type='RandomBrightnessContrast', p=0.2), + dict(type='HorizontalFlip', p=0.5), + dict(type='VerticalFlip', p=0.5) +] + +train_pipeline = [ + dict(type='LoadMultipleRSImageFromFile'), + dict(type='LoadAnnotations'), + dict(type='Albu', transforms=albu_train_transforms), + dict(type='ConcatCDInput'), + dict(type='PackSegInputs') +] +test_pipeline = [ + dict(type='LoadMultipleRSImageFromFile'), + dict(type='LoadAnnotations'), + dict(type='ConcatCDInput'), + dict(type='PackSegInputs') +] + +tta_pipeline = [ + dict(type='LoadMultipleRSImageFromFile'), + dict( + type='TestTimeAug', + transforms=[[dict(type='LoadAnnotations')], + [dict(type='ConcatCDInput')], + [dict(type='PackSegInputs')]]) +] +train_dataloader = dict( + batch_size=4, + num_workers=4, + persistent_workers=True, + sampler=dict(type='InfiniteSampler', shuffle=True), + dataset=dict( + type=dataset_type, + data_root=data_root, + data_prefix=dict( + img_path='train/A', + img_path2='train/B', + seg_map_path='train/label'), + pipeline=train_pipeline)) +val_dataloader = dict( + batch_size=1, + num_workers=4, + persistent_workers=True, + sampler=dict(type='DefaultSampler', shuffle=False), + dataset=dict( + type=dataset_type, + data_root=data_root, + data_prefix=dict( + img_path='test/A', img_path2='test/B', seg_map_path='test/label'), + pipeline=test_pipeline)) +test_dataloader = val_dataloader +val_evaluator = dict(type='IoUMetric', iou_metrics=['mIoU']) +test_evaluator = val_evaluator diff --git a/configs/_base_/models/fpn_poolformer_s12.py b/configs/_base_/models/fpn_poolformer_s12.py index b6893f6977..086c804837 100644 --- a/configs/_base_/models/fpn_poolformer_s12.py +++ b/configs/_base_/models/fpn_poolformer_s12.py @@ -1,10 +1,11 @@ # model settings norm_cfg = dict(type='SyncBN', requires_grad=True) checkpoint_file = 'https://download.openmmlab.com/mmclassification/v0/poolformer/poolformer-s12_3rdparty_32xb128_in1k_20220414-f8d83051.pth' # noqa -# TODO: delete custom_imports after mmcls supports auto import -# please install mmcls>=1.0 -# import mmcls.models to trigger register_module in mmcls -custom_imports = dict(imports=['mmcls.models'], allow_failed_imports=False) +# TODO: delete custom_imports after mmpretrain supports auto import +# please install mmpretrain >= 1.0.0rc7 +# import mmpretrain.models to trigger register_module in mmpretrain +custom_imports = dict( + imports=['mmpretrain.models'], allow_failed_imports=False) data_preprocessor = dict( type='SegDataPreProcessor', mean=[123.675, 116.28, 103.53], @@ -16,7 +17,7 @@ type='EncoderDecoder', data_preprocessor=data_preprocessor, backbone=dict( - type='mmcls.PoolFormer', + type='mmpretrain.PoolFormer', arch='s12', init_cfg=dict( type='Pretrained', checkpoint=checkpoint_file, prefix='backbone.'), diff --git a/configs/_base_/models/upernet_convnext.py b/configs/_base_/models/upernet_convnext.py index 7595295871..958994c91e 100644 --- a/configs/_base_/models/upernet_convnext.py +++ b/configs/_base_/models/upernet_convnext.py @@ -1,5 +1,5 @@ norm_cfg = dict(type='SyncBN', requires_grad=True) -custom_imports = dict(imports='mmcls.models', allow_failed_imports=False) +custom_imports = dict(imports='mmpretrain.models', allow_failed_imports=False) checkpoint_file = 'https://download.openmmlab.com/mmclassification/v0/convnext/downstream/convnext-base_3rdparty_32xb128-noema_in1k_20220301-2a0ee547.pth' # noqa data_preprocessor = dict( type='SegDataPreProcessor', @@ -13,7 +13,7 @@ data_preprocessor=data_preprocessor, pretrained=None, backbone=dict( - type='mmcls.ConvNeXt', + type='mmpretrain.ConvNeXt', arch='base', out_indices=[0, 1, 2, 3], drop_path_rate=0.4, diff --git a/configs/convnext/README.md b/configs/convnext/README.md index cedf467557..d78fe6ee1b 100644 --- a/configs/convnext/README.md +++ b/configs/convnext/README.md @@ -27,7 +27,7 @@ The "Roaring 20s" of visual recognition began with the introduction of Vision Tr - ConvNeXt backbone needs to install [MMClassification](https://github.com/open-mmlab/mmclassification) first, which has abundant backbones for downstream tasks. ```shell -pip install mmcls>=0.20.1 +pip install mmpretrain>=1.0.0rc7 ``` ### Pre-trained Models diff --git a/configs/convnext/convnext-base_upernet_8xb2-amp-160k_ade20k-640x640.py b/configs/convnext/convnext-base_upernet_8xb2-amp-160k_ade20k-640x640.py index a743e9322a..06a8643144 100644 --- a/configs/convnext/convnext-base_upernet_8xb2-amp-160k_ade20k-640x640.py +++ b/configs/convnext/convnext-base_upernet_8xb2-amp-160k_ade20k-640x640.py @@ -9,7 +9,7 @@ model = dict( data_preprocessor=data_preprocessor, backbone=dict( - type='mmcls.ConvNeXt', + type='mmpretrain.ConvNeXt', arch='base', out_indices=[0, 1, 2, 3], drop_path_rate=0.4, diff --git a/configs/convnext/convnext-large_upernet_8xb2-amp-160k_ade20k-640x640.py b/configs/convnext/convnext-large_upernet_8xb2-amp-160k_ade20k-640x640.py index 6d94989ee1..2956e86f04 100644 --- a/configs/convnext/convnext-large_upernet_8xb2-amp-160k_ade20k-640x640.py +++ b/configs/convnext/convnext-large_upernet_8xb2-amp-160k_ade20k-640x640.py @@ -9,7 +9,7 @@ model = dict( data_preprocessor=data_preprocessor, backbone=dict( - type='mmcls.ConvNeXt', + type='mmpretrain.ConvNeXt', arch='large', out_indices=[0, 1, 2, 3], drop_path_rate=0.4, diff --git a/configs/convnext/convnext-small_upernet_8xb2-amp-160k_ade20k-512x512.py b/configs/convnext/convnext-small_upernet_8xb2-amp-160k_ade20k-512x512.py index 3cbf09902d..dbe45f10e0 100644 --- a/configs/convnext/convnext-small_upernet_8xb2-amp-160k_ade20k-512x512.py +++ b/configs/convnext/convnext-small_upernet_8xb2-amp-160k_ade20k-512x512.py @@ -8,7 +8,7 @@ model = dict( data_preprocessor=data_preprocessor, backbone=dict( - type='mmcls.ConvNeXt', + type='mmpretrain.ConvNeXt', arch='small', out_indices=[0, 1, 2, 3], drop_path_rate=0.3, diff --git a/configs/convnext/convnext-tiny_upernet_8xb2-amp-160k_ade20k-512x512.py b/configs/convnext/convnext-tiny_upernet_8xb2-amp-160k_ade20k-512x512.py index 9d4968df60..d2e545a76d 100644 --- a/configs/convnext/convnext-tiny_upernet_8xb2-amp-160k_ade20k-512x512.py +++ b/configs/convnext/convnext-tiny_upernet_8xb2-amp-160k_ade20k-512x512.py @@ -8,7 +8,7 @@ model = dict( data_preprocessor=data_preprocessor, backbone=dict( - type='mmcls.ConvNeXt', + type='mmpretrain.ConvNeXt', arch='tiny', out_indices=[0, 1, 2, 3], drop_path_rate=0.4, diff --git a/configs/convnext/convnext-xlarge_upernet_8xb2-amp-160k_ade20k-640x640.py b/configs/convnext/convnext-xlarge_upernet_8xb2-amp-160k_ade20k-640x640.py index 749391cac1..dfad734521 100644 --- a/configs/convnext/convnext-xlarge_upernet_8xb2-amp-160k_ade20k-640x640.py +++ b/configs/convnext/convnext-xlarge_upernet_8xb2-amp-160k_ade20k-640x640.py @@ -9,7 +9,7 @@ model = dict( data_preprocessor=data_preprocessor, backbone=dict( - type='mmcls.ConvNeXt', + type='mmpretrain.ConvNeXt', arch='xlarge', out_indices=[0, 1, 2, 3], drop_path_rate=0.4, diff --git a/configs/ddrnet/README.md b/configs/ddrnet/README.md new file mode 100644 index 0000000000..9d2db65fb9 --- /dev/null +++ b/configs/ddrnet/README.md @@ -0,0 +1,46 @@ +# DDRNet + +> [Deep Dual-resolution Networks for Real-time and Accurate Semantic Segmentation of Road Scenes](http://arxiv.org/abs/2101.06085) + +## Introduction + + + +Official Repo + +## Abstract + + + +Semantic segmentation is a key technology for autonomous vehicles to understand the surrounding scenes. The appealing performances of contemporary models usually come at the expense of heavy computations and lengthy inference time, which is intolerable for self-driving. Using light-weight architectures (encoder-decoder or two-pathway) or reasoning on low-resolution images, recent methods realize very fast scene parsing, even running at more than 100 FPS on a single 1080Ti GPU. However, there is still a significant gap in performance between these real-time methods and the models based on dilation backbones. To tackle this problem, we proposed a family of efficient backbones specially designed for real-time semantic segmentation. The proposed deep dual-resolution networks (DDRNets) are composed of two deep branches between which multiple bilateral fusions are performed. Additionally, we design a new contextual information extractor named Deep Aggregation Pyramid Pooling Module (DAPPM) to enlarge effective receptive fields and fuse multi-scale context based on low-resolution feature maps. Our method achieves a new state-of-the-art trade-off between accuracy and speed on both Cityscapes and CamVid dataset. In particular, on a single 2080Ti GPU, DDRNet-23-slim yields 77.4% mIoU at 102 FPS on Cityscapes test set and 74.7% mIoU at 230 FPS on CamVid test set. With widely used test augmentation, our method is superior to most state-of-the-art models and requires much less computation. Codes and trained models are available online. + + + +
+ +
+ +## Results and models + +### Cityscapes + +| Method | Backbone | Crop Size | Lr schd | Mem(GB) | Inf time(fps) | Device | mIoU | mIoU(ms+flip) | config | download | +| ------ | ------------- | --------- | ------- | ------- | ------------- | ------ | ----- | ------------- | ----------------------------------------------------------------------------------------------------------------------------------------- | -------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------- | +| DDRNet | DDRNet23-slim | 1024x1024 | 120000 | 1.70 | 85.85 | A100 | 77.84 | 80.15 | [config](https://github.com/open-mmlab/mmsegmentation/blob/main/configs/ddrnet/ddrnet_23-slim_in1k-pre_2xb6-120k_cityscapes-1024x1024.py) | [model](https://download.openmmlab.com/mmsegmentation/v0.5/ddrnet/ddrnet_23-slim_in1k-pre_2xb6-120k_cityscapes-1024x1024/ddrnet_23-slim_in1k-pre_2xb6-120k_cityscapes-1024x1024_20230426_145312-6a5e5174.pth) \| [log](https://download.openmmlab.com/mmsegmentation/v0.5/ddrnet/ddrnet_23-slim_in1k-pre_2xb6-120k_cityscapes-1024x1024/ddrnet_23-slim_in1k-pre_2xb6-120k_cityscapes-1024x1024_20230426_145312.json) | +| DDRNet | DDRNet23 | 1024x1024 | 120000 | 7.26 | 33.41 | A100 | 79.99 | 81.71 | [config](https://github.com/open-mmlab/mmsegmentation/blob/main/configs/ddrnet/ddrnet_23_in1k-pre_2xb6-120k_cityscapes-1024x1024.py) | [model](https://download.openmmlab.com/mmsegmentation/v0.5/ddrnet/ddrnet_23_in1k-pre_2xb6-120k_cityscapes-1024x1024/ddrnet_23_in1k-pre_2xb6-120k_cityscapes-1024x1024_20230425_162633-81601db0.pth) \| [log](https://download.openmmlab.com/mmsegmentation/v0.5/ddrnet/ddrnet_23_in1k-pre_2xb6-120k_cityscapes-1024x1024/ddrnet_23_in1k-pre_2xb6-120k_cityscapes-1024x1024_20230425_162633.json) | + +## Notes + +The pretrained weights in config files are converted from [the official repo](https://github.com/ydhongHIT/DDRNet#pretrained-models). + +## Citation + +```bibtex +@article{pan2022deep, + title={Deep Dual-Resolution Networks for Real-Time and Accurate Semantic Segmentation of Traffic Scenes}, + author={Pan, Huihui and Hong, Yuanduo and Sun, Weichao and Jia, Yisong}, + journal={IEEE Transactions on Intelligent Transportation Systems}, + year={2022}, + publisher={IEEE} +} +``` diff --git a/configs/ddrnet/ddrnet_23-slim_in1k-pre_2xb6-120k_cityscapes-1024x1024.py b/configs/ddrnet/ddrnet_23-slim_in1k-pre_2xb6-120k_cityscapes-1024x1024.py new file mode 100644 index 0000000000..d911de4dc6 --- /dev/null +++ b/configs/ddrnet/ddrnet_23-slim_in1k-pre_2xb6-120k_cityscapes-1024x1024.py @@ -0,0 +1,95 @@ +_base_ = [ + '../_base_/datasets/cityscapes_1024x1024.py', + '../_base_/default_runtime.py', +] + +# The class_weight is borrowed from https://github.com/openseg-group/OCNet.pytorch/issues/14 # noqa +# Licensed under the MIT License +class_weight = [ + 0.8373, 0.918, 0.866, 1.0345, 1.0166, 0.9969, 0.9754, 1.0489, 0.8786, + 1.0023, 0.9539, 0.9843, 1.1116, 0.9037, 1.0865, 1.0955, 1.0865, 1.1529, + 1.0507 +] + +crop_size = (1024, 1024) +data_preprocessor = dict( + type='SegDataPreProcessor', + size=crop_size, + mean=[123.675, 116.28, 103.53], + std=[58.395, 57.12, 57.375], + bgr_to_rgb=True, + pad_val=0, + seg_pad_val=255) +norm_cfg = dict(type='SyncBN', requires_grad=True) +model = dict( + type='EncoderDecoder', + data_preprocessor=data_preprocessor, + backbone=dict( + type='DDRNet', + in_channels=3, + channels=32, + ppm_channels=128, + norm_cfg=norm_cfg, + align_corners=False, + init_cfg=dict( + type='Pretrained', + checkpoint='pretrained/ddrnet23s_in1k_mmseg.pth')), + decode_head=dict( + type='DDRHead', + in_channels=32 * 4, + channels=64, + dropout_ratio=0., + num_classes=19, + align_corners=False, + norm_cfg=norm_cfg, + loss_decode=[ + dict( + type='OhemCrossEntropy', + thres=0.9, + min_kept=131072, + class_weight=class_weight, + loss_weight=1.0), + dict( + type='OhemCrossEntropy', + thres=0.9, + min_kept=131072, + class_weight=class_weight, + loss_weight=0.4), + ]), + + # model training and testing settings + train_cfg=dict(), + test_cfg=dict(mode='whole')) + +train_dataloader = dict(batch_size=6, num_workers=4) + +iters = 120000 +# optimizer +optimizer = dict(type='SGD', lr=0.01, momentum=0.9, weight_decay=0.0005) +optim_wrapper = dict(type='OptimWrapper', optimizer=optimizer, clip_grad=None) +# learning policy +param_scheduler = [ + dict( + type='PolyLR', + eta_min=0, + power=0.9, + begin=0, + end=iters, + by_epoch=False) +] + +# training schedule for 120k +train_cfg = dict( + type='IterBasedTrainLoop', max_iters=iters, val_interval=iters // 10) +val_cfg = dict(type='ValLoop') +test_cfg = dict(type='TestLoop') +default_hooks = dict( + timer=dict(type='IterTimerHook'), + logger=dict(type='LoggerHook', interval=50, log_metric_by_epoch=False), + param_scheduler=dict(type='ParamSchedulerHook'), + checkpoint=dict( + type='CheckpointHook', by_epoch=False, interval=iters // 10), + sampler_seed=dict(type='DistSamplerSeedHook'), + visualization=dict(type='SegVisualizationHook')) + +randomness = dict(seed=304) diff --git a/configs/ddrnet/ddrnet_23_in1k-pre_2xb6-120k_cityscapes-1024x1024.py b/configs/ddrnet/ddrnet_23_in1k-pre_2xb6-120k_cityscapes-1024x1024.py new file mode 100644 index 0000000000..b59638b257 --- /dev/null +++ b/configs/ddrnet/ddrnet_23_in1k-pre_2xb6-120k_cityscapes-1024x1024.py @@ -0,0 +1,95 @@ +_base_ = [ + '../_base_/datasets/cityscapes_1024x1024.py', + '../_base_/default_runtime.py', +] + +# The class_weight is borrowed from https://github.com/openseg-group/OCNet.pytorch/issues/14 # noqa +# Licensed under the MIT License +class_weight = [ + 0.8373, 0.918, 0.866, 1.0345, 1.0166, 0.9969, 0.9754, 1.0489, 0.8786, + 1.0023, 0.9539, 0.9843, 1.1116, 0.9037, 1.0865, 1.0955, 1.0865, 1.1529, + 1.0507 +] + +crop_size = (1024, 1024) +data_preprocessor = dict( + type='SegDataPreProcessor', + size=crop_size, + mean=[123.675, 116.28, 103.53], + std=[58.395, 57.12, 57.375], + bgr_to_rgb=True, + pad_val=0, + seg_pad_val=255) +norm_cfg = dict(type='SyncBN', requires_grad=True) +model = dict( + type='EncoderDecoder', + data_preprocessor=data_preprocessor, + backbone=dict( + type='DDRNet', + in_channels=3, + channels=64, + ppm_channels=128, + norm_cfg=norm_cfg, + align_corners=False, + init_cfg=dict( + type='Pretrained', + checkpoint='pretrained/ddrnet23_in1k_mmseg.pth')), + decode_head=dict( + type='DDRHead', + in_channels=64 * 4, + channels=128, + dropout_ratio=0., + num_classes=19, + align_corners=False, + norm_cfg=norm_cfg, + loss_decode=[ + dict( + type='OhemCrossEntropy', + thres=0.9, + min_kept=131072, + class_weight=class_weight, + loss_weight=1.0), + dict( + type='OhemCrossEntropy', + thres=0.9, + min_kept=131072, + class_weight=class_weight, + loss_weight=0.4), + ]), + + # model training and testing settings + train_cfg=dict(), + test_cfg=dict(mode='whole')) + +train_dataloader = dict(batch_size=6, num_workers=4) + +iters = 120000 +# optimizer +optimizer = dict(type='SGD', lr=0.01, momentum=0.9, weight_decay=0.0005) +optim_wrapper = dict(type='OptimWrapper', optimizer=optimizer, clip_grad=None) +# learning policy +param_scheduler = [ + dict( + type='PolyLR', + eta_min=0, + power=0.9, + begin=0, + end=iters, + by_epoch=False) +] + +# training schedule for 120k +train_cfg = dict( + type='IterBasedTrainLoop', max_iters=iters, val_interval=iters // 10) +val_cfg = dict(type='ValLoop') +test_cfg = dict(type='TestLoop') +default_hooks = dict( + timer=dict(type='IterTimerHook'), + logger=dict(type='LoggerHook', interval=50, log_metric_by_epoch=False), + param_scheduler=dict(type='ParamSchedulerHook'), + checkpoint=dict( + type='CheckpointHook', by_epoch=False, interval=iters // 10), + sampler_seed=dict(type='DistSamplerSeedHook'), + visualization=dict(type='SegVisualizationHook')) + +randomness = dict(seed=304) diff --git a/configs/ddrnet/metafile.yaml b/configs/ddrnet/metafile.yaml new file mode 100644 index 0000000000..01e701871d --- /dev/null +++ b/configs/ddrnet/metafile.yaml @@ -0,0 +1,14 @@ +Collections: +- Name: '' + License: Apache License 2.0 + Metadata: + Training Data: + - Cityscapes + Paper: + Title: Deep Dual-resolution Networks for Real-time and Accurate Semantic Segmentation + of Road Scenes + URL: http://arxiv.org/abs/2101.06085 + README: configs/ddrnet/README.md + Frameworks: + - PyTorch +Models: [] diff --git a/configs/dsdl/README.md b/configs/dsdl/README.md new file mode 100644 index 0000000000..b882a118b7 --- /dev/null +++ b/configs/dsdl/README.md @@ -0,0 +1,105 @@ +# DSDL: Standard Description Language for DataSet + + + + + +## Abstract + + + +Data is the cornerstone of artificial intelligence. The efficiency of data acquisition, exchange, and application directly impacts the advances in technologies and applications. Over the long history of AI, a vast quantity of data sets have been developed and distributed. However, these datasets are defined in very different forms, which incurs significant overhead when it comes to exchange, integration, and utilization -- it is often the case that one needs to develop a new customized tool or script in order to incorporate a new dataset into a workflow. + +To overcome such difficulties, we develop **Data Set Description Language (DSDL)**. More details please visit our [official documents](https://opendatalab.github.io/dsdl-docs/getting_started/overview/), dsdl datasets can be downloaded from our platform [OpenDataLab](https://opendatalab.com/). + + + +## Steps + +- install dsdl and opendatalab: + + ``` + pip install dsdl + pip install opendatalab + ``` + +- install mmseg and pytorch: + please refer this [installation documents](https://mmsegmentation.readthedocs.io/en/latest/get_started.html). + +- prepare dsdl dataset (take voc2012 as an example) + + - dowaload dsdl dataset (you will need an opendatalab account to do so. [register one now](https://opendatalab.com/)) + + ``` + cd data + + odl login + odl get PASCAL_VOC2012 + ``` + + usually, dataset is compressed on opendatalab platform, the downloaded voc 2012 dataset should be like this: + + ``` + data/ + ├── PASCAL_VOC2012 + │   ├── dsdl + │   │   ├── dsdl_Det_full.zip + │   │   └── dsdl_SemSeg_full.zip + │   ├── raw + │   │   ├── VOC2012test.tar + │   │   ├── VOCdevkit_18-May-2011.tar + │   │   └── VOCtrainval_11-May-2012.tar + │   └── README.md + └── ... + ``` + + - decompress dataset + + ``` + cd dsdl + unzip dsdl_SemSeg_full.zip + ``` + + as we do not need detection dsdl files, we only decompress the semantic segmentation files here. + + ``` + cd ../raw + tar -xvf VOCtrainval_11-May-2012.tar + tar -xvf VOC2012test.tar + + cd ../../ + ``` + +- change traning config + + open the [voc config file](voc.py) and set some file paths as below: + + ``` + data_root = 'data/PASCAL_VOC2012' + img_prefix = 'raw/VOCdevkit/VOC2012' + train_ann = 'dsdl/dsdl_SemSeg_full/set-train/train.yaml' + val_ann = 'dsdl/dsdl_SemSeg_full/set-val/val.yaml' + ``` + + as dsdl datasets with one task using one dataloader, we can simplly change these file paths to train a model on a different dataset. + +- train: + + - using single gpu: + + ``` + python tools/train.py {config_file} + ``` + + - using slrum: + + ``` + ./tools/slurm_train.sh {partition} {job_name} {config_file} {work_dir} {gpu_nums} + ``` + +## Test Results + +| Datasets | Model | mIoU(%) | Config | +| :--------: | :----------------------------------------------------------------------------------------------------------------------------------------------------------------------------------: | :-----: | :-----------------------: | +| voc2012 | [model](https://download.openmmlab.com/mmsegmentation/v0.5/deeplabv3/deeplabv3_r50-d8_512x512_20k_voc12aug/deeplabv3_r50-d8_512x512_20k_voc12aug_20200617_010906-596905ef.pth) | 76.73 | [config](./voc.py) | +| cityscapes | [model](https://download.openmmlab.com/mmsegmentation/v0.5/deeplabv3/deeplabv3_r50-d8_512x1024_40k_cityscapes/deeplabv3_r50-d8_512x1024_40k_cityscapes_20200605_022449-acadc2f8.pth) | 79.01 | [config](./cityscapes.py) | diff --git a/configs/dsdl/cityscapes.py b/configs/dsdl/cityscapes.py new file mode 100644 index 0000000000..94ccc068e0 --- /dev/null +++ b/configs/dsdl/cityscapes.py @@ -0,0 +1,70 @@ +_base_ = [ + '../_base_/models/deeplabv3_r50-d8.py', '../_base_/default_runtime.py', + '../_base_/schedules/schedule_40k.py' +] + +crop_size = (512, 1024) +data_preprocessor = dict(size=crop_size) +model = dict(data_preprocessor=data_preprocessor) +# dataset settings +dataset_type = 'DSDLSegDataset' +data_root = 'data/CityScapes' +img_prefix = 'raw/CityScapes' +train_ann = 'dsdl/dsdl_SemSeg_full/set-train/train.yaml' +val_ann = 'dsdl/dsdl_SemSeg_full/set-val/val.yaml' + +used_labels = [ + 'road', 'sidewalk', 'building', 'wall', 'fence', 'pole', 'traffic_light', + 'traffic_sign', 'vegetation', 'terrain', 'sky', 'person', 'rider', 'car', + 'truck', 'bus', 'train', 'motorcycle', 'bicycle' +] + +train_pipeline = [ + dict(type='LoadImageFromFile'), + dict(type='LoadAnnotations'), + dict( + type='RandomResize', + scale=(2048, 1024), + ratio_range=(0.5, 2.0), + keep_ratio=True), + dict(type='RandomCrop', crop_size=crop_size, cat_max_ratio=0.75), + dict(type='RandomFlip', prob=0.5), + dict(type='PhotoMetricDistortion'), + dict(type='PackSegInputs') +] +test_pipeline = [ + dict(type='LoadImageFromFile'), + dict(type='Resize', scale=(2048, 1024), keep_ratio=True), + # add loading annotation after ``Resize`` because ground truth + # does not need to do resize data transform + dict(type='LoadAnnotations'), + dict(type='PackSegInputs') +] +train_dataloader = dict( + batch_size=2, + num_workers=2, + persistent_workers=True, + sampler=dict(type='InfiniteSampler', shuffle=True), + dataset=dict( + type=dataset_type, + data_root=data_root, + data_prefix=dict(img_path=img_prefix, seg_map_path=img_prefix), + ann_file=train_ann, + used_labels=used_labels, + pipeline=train_pipeline)) +val_dataloader = dict( + batch_size=1, + num_workers=4, + persistent_workers=True, + sampler=dict(type='DefaultSampler', shuffle=False), + dataset=dict( + type=dataset_type, + data_root=data_root, + data_prefix=dict(img_path=img_prefix, seg_map_path=img_prefix), + ann_file=val_ann, + used_labels=used_labels, + pipeline=test_pipeline)) +test_dataloader = val_dataloader + +val_evaluator = dict(type='IoUMetric', iou_metrics=['mIoU']) +test_evaluator = val_evaluator diff --git a/configs/dsdl/metafile.yaml b/configs/dsdl/metafile.yaml new file mode 100644 index 0000000000..19ad07ed63 --- /dev/null +++ b/configs/dsdl/metafile.yaml @@ -0,0 +1,12 @@ +Collections: +- Name: '' + License: Apache License 2.0 + Metadata: + Training Data: [] + Paper: + Title: '' + URL: '' + README: configs/dsdl/README.md + Frameworks: + - PyTorch +Models: [] diff --git a/configs/dsdl/voc.py b/configs/dsdl/voc.py new file mode 100644 index 0000000000..c1895f7c7d --- /dev/null +++ b/configs/dsdl/voc.py @@ -0,0 +1,65 @@ +_base_ = [ + '../_base_/models/deeplabv3_r50-d8.py', '../_base_/default_runtime.py', + '../_base_/schedules/schedule_20k.py' +] + +# dataset settings +dataset_type = 'DSDLSegDataset' +data_root = 'data/PASCAL_VOC2012' +img_prefix = 'raw/VOCdevkit/VOC2012' +train_ann = 'dsdl/dsdl_SemSeg_full/set-train/train.yaml' +val_ann = 'dsdl/dsdl_SemSeg_full/set-val/val.yaml' +crop_size = (512, 512) +train_pipeline = [ + dict(type='LoadImageFromFile'), + dict(type='LoadAnnotations'), + dict( + type='RandomResize', + scale=(2048, 512), + ratio_range=(0.5, 2.0), + keep_ratio=True), + dict(type='RandomCrop', crop_size=crop_size, cat_max_ratio=0.75), + dict(type='RandomFlip', prob=0.5), + dict(type='PhotoMetricDistortion'), + dict(type='PackSegInputs') +] +test_pipeline = [ + dict(type='LoadImageFromFile'), + dict(type='Resize', scale=(2048, 512), keep_ratio=True), + # add loading annotation after ``Resize`` because ground truth + # does not need to do resize data transform + dict(type='LoadAnnotations'), + dict(type='PackSegInputs') +] +train_dataloader = dict( + batch_size=4, + num_workers=4, + persistent_workers=True, + sampler=dict(type='InfiniteSampler', shuffle=True), + dataset=dict( + type=dataset_type, + data_root=data_root, + data_prefix=dict(img_path=img_prefix, seg_map_path=img_prefix), + ann_file=train_ann, + pipeline=train_pipeline)) +val_dataloader = dict( + batch_size=1, + num_workers=4, + persistent_workers=True, + sampler=dict(type='DefaultSampler', shuffle=False), + dataset=dict( + type=dataset_type, + data_root=data_root, + data_prefix=dict(img_path=img_prefix, seg_map_path=img_prefix), + ann_file=val_ann, + pipeline=test_pipeline)) +test_dataloader = val_dataloader + +val_evaluator = dict(type='IoUMetric', iou_metrics=['mIoU']) +test_evaluator = val_evaluator + +data_preprocessor = dict(size=crop_size) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict(num_classes=21), + auxiliary_head=dict(num_classes=21)) diff --git a/configs/poolformer/README.md b/configs/poolformer/README.md index 987db33d98..e6e2eac210 100644 --- a/configs/poolformer/README.md +++ b/configs/poolformer/README.md @@ -39,7 +39,7 @@ Transformers have shown great potential in computer vision tasks. A common belie - PoolFormer backbone needs to install [MMClassification](https://github.com/open-mmlab/mmclassification) first, which has abundant backbones for downstream tasks. ```shell -pip install "mmcls>=1.0.0rc0" +pip install "mmpretrain>=1.0.0rc7" ``` - The pretrained models could also be downloaded from [PoolFormer config of MMClassification](https://github.com/open-mmlab/mmclassification/tree/master/configs/poolformer). diff --git a/configs/segformer/segformer_mit-b0_8xb1-160k_cityscapes-1024x1024.py b/configs/segformer/segformer_mit-b0_8xb1-160k_cityscapes-1024x1024.py index 9f6bd1e81d..1280047c94 100644 --- a/configs/segformer/segformer_mit-b0_8xb1-160k_cityscapes-1024x1024.py +++ b/configs/segformer/segformer_mit-b0_8xb1-160k_cityscapes-1024x1024.py @@ -5,10 +5,10 @@ ] crop_size = (1024, 1024) data_preprocessor = dict(size=crop_size) +checkpoint = 'https://download.openmmlab.com/mmsegmentation/v0.5/pretrain/segformer/mit_b0_20220624-7e0fe6dd.pth' # noqa model = dict( data_preprocessor=data_preprocessor, - backbone=dict( - init_cfg=dict(type='Pretrained', checkpoint='pretrain/mit_b0.pth')), + backbone=dict(init_cfg=dict(type='Pretrained', checkpoint=checkpoint)), test_cfg=dict(mode='slide', crop_size=(1024, 1024), stride=(768, 768))) optim_wrapper = dict( diff --git a/configs/segformer/segformer_mit-b0_8xb2-160k_ade20k-512x512.py b/configs/segformer/segformer_mit-b0_8xb2-160k_ade20k-512x512.py index 607e2848ee..4a9476df68 100644 --- a/configs/segformer/segformer_mit-b0_8xb2-160k_ade20k-512x512.py +++ b/configs/segformer/segformer_mit-b0_8xb2-160k_ade20k-512x512.py @@ -4,9 +4,10 @@ ] crop_size = (512, 512) data_preprocessor = dict(size=crop_size) +checkpoint = 'https://download.openmmlab.com/mmsegmentation/v0.5/pretrain/segformer/mit_b0_20220624-7e0fe6dd.pth' # noqa model = dict( data_preprocessor=data_preprocessor, - pretrained='pretrain/mit_b0.pth', + backbone=dict(init_cfg=dict(type='Pretrained', checkpoint=checkpoint)), decode_head=dict(num_classes=150)) optim_wrapper = dict( diff --git a/configs/segformer/segformer_mit-b1_8xb1-160k_cityscapes-1024x1024.py b/configs/segformer/segformer_mit-b1_8xb1-160k_cityscapes-1024x1024.py index d6977d4678..85c126ead4 100644 --- a/configs/segformer/segformer_mit-b1_8xb1-160k_cityscapes-1024x1024.py +++ b/configs/segformer/segformer_mit-b1_8xb1-160k_cityscapes-1024x1024.py @@ -1,7 +1,9 @@ _base_ = ['./segformer_mit-b0_8xb1-160k_cityscapes-1024x1024.py'] +checkpoint = 'https://download.openmmlab.com/mmsegmentation/v0.5/pretrain/segformer/mit_b1_20220624-02e5a6a1.pth' # noqa + model = dict( backbone=dict( - init_cfg=dict(type='Pretrained', checkpoint='pretrain/mit_b1.pth'), + init_cfg=dict(type='Pretrained', checkpoint=checkpoint), embed_dims=64), decode_head=dict(in_channels=[64, 128, 320, 512])) diff --git a/configs/segformer/segformer_mit-b1_8xb2-160k_ade20k-512x512.py b/configs/segformer/segformer_mit-b1_8xb2-160k_ade20k-512x512.py index 3bedca9891..1ff21b8bec 100644 --- a/configs/segformer/segformer_mit-b1_8xb2-160k_ade20k-512x512.py +++ b/configs/segformer/segformer_mit-b1_8xb2-160k_ade20k-512x512.py @@ -1,8 +1,12 @@ _base_ = ['./segformer_mit-b0_8xb2-160k_ade20k-512x512.py'] +checkpoint = 'https://download.openmmlab.com/mmsegmentation/v0.5/pretrain/segformer/mit_b1_20220624-02e5a6a1.pth' # noqa + # model settings model = dict( - pretrained='pretrain/mit_b1.pth', backbone=dict( - embed_dims=64, num_heads=[1, 2, 5, 8], num_layers=[2, 2, 2, 2]), + init_cfg=dict(type='Pretrained', checkpoint=checkpoint), + embed_dims=64, + num_heads=[1, 2, 5, 8], + num_layers=[2, 2, 2, 2]), decode_head=dict(in_channels=[64, 128, 320, 512])) diff --git a/configs/segformer/segformer_mit-b2_8xb1-160k_cityscapes-1024x1024.py b/configs/segformer/segformer_mit-b2_8xb1-160k_cityscapes-1024x1024.py index 94f5ad33a5..c802f275b5 100644 --- a/configs/segformer/segformer_mit-b2_8xb1-160k_cityscapes-1024x1024.py +++ b/configs/segformer/segformer_mit-b2_8xb1-160k_cityscapes-1024x1024.py @@ -1,8 +1,10 @@ _base_ = ['./segformer_mit-b0_8xb1-160k_cityscapes-1024x1024.py'] +checkpoint = 'https://download.openmmlab.com/mmsegmentation/v0.5/pretrain/segformer/mit_b2_20220624-66e8bf70.pth' # noqa + model = dict( backbone=dict( - init_cfg=dict(type='Pretrained', checkpoint='pretrain/mit_b2.pth'), + init_cfg=dict(type='Pretrained', checkpoint=checkpoint), embed_dims=64, num_layers=[3, 4, 6, 3]), decode_head=dict(in_channels=[64, 128, 320, 512])) diff --git a/configs/segformer/segformer_mit-b2_8xb2-160k_ade20k-512x512.py b/configs/segformer/segformer_mit-b2_8xb2-160k_ade20k-512x512.py index 2c3bb101d3..0f4c1af061 100644 --- a/configs/segformer/segformer_mit-b2_8xb2-160k_ade20k-512x512.py +++ b/configs/segformer/segformer_mit-b2_8xb2-160k_ade20k-512x512.py @@ -1,8 +1,12 @@ _base_ = ['./segformer_mit-b0_8xb2-160k_ade20k-512x512.py'] +checkpoint = 'https://download.openmmlab.com/mmsegmentation/v0.5/pretrain/segformer/mit_b2_20220624-66e8bf70.pth' # noqa + # model settings model = dict( - pretrained='pretrain/mit_b2.pth', backbone=dict( - embed_dims=64, num_heads=[1, 2, 5, 8], num_layers=[3, 4, 6, 3]), + init_cfg=dict(type='Pretrained', checkpoint=checkpoint), + embed_dims=64, + num_heads=[1, 2, 5, 8], + num_layers=[3, 4, 6, 3]), decode_head=dict(in_channels=[64, 128, 320, 512])) diff --git a/configs/segformer/segformer_mit-b3_8xb1-160k_cityscapes-1024x1024.py b/configs/segformer/segformer_mit-b3_8xb1-160k_cityscapes-1024x1024.py index 87ec0a599d..9b41ad0b39 100644 --- a/configs/segformer/segformer_mit-b3_8xb1-160k_cityscapes-1024x1024.py +++ b/configs/segformer/segformer_mit-b3_8xb1-160k_cityscapes-1024x1024.py @@ -1,8 +1,10 @@ _base_ = ['./segformer_mit-b0_8xb1-160k_cityscapes-1024x1024.py'] +checkpoint = 'https://download.openmmlab.com/mmsegmentation/v0.5/pretrain/segformer/mit_b3_20220624-13b1141c.pth' # noqa + model = dict( backbone=dict( - init_cfg=dict(type='Pretrained', checkpoint='pretrain/mit_b3.pth'), + init_cfg=dict(type='Pretrained', checkpoint=checkpoint), embed_dims=64, num_layers=[3, 4, 18, 3]), decode_head=dict(in_channels=[64, 128, 320, 512])) diff --git a/configs/segformer/segformer_mit-b3_8xb2-160k_ade20k-512x512.py b/configs/segformer/segformer_mit-b3_8xb2-160k_ade20k-512x512.py index 31f5fc1c12..a2cc13d847 100644 --- a/configs/segformer/segformer_mit-b3_8xb2-160k_ade20k-512x512.py +++ b/configs/segformer/segformer_mit-b3_8xb2-160k_ade20k-512x512.py @@ -1,8 +1,12 @@ _base_ = ['./segformer_mit-b0_8xb2-160k_ade20k-512x512.py'] +checkpoint = 'https://download.openmmlab.com/mmsegmentation/v0.5/pretrain/segformer/mit_b3_20220624-13b1141c.pth' # noqa + # model settings model = dict( - pretrained='pretrain/mit_b3.pth', backbone=dict( - embed_dims=64, num_heads=[1, 2, 5, 8], num_layers=[3, 4, 18, 3]), + init_cfg=dict(type='Pretrained', checkpoint=checkpoint), + embed_dims=64, + num_heads=[1, 2, 5, 8], + num_layers=[3, 4, 18, 3]), decode_head=dict(in_channels=[64, 128, 320, 512])) diff --git a/configs/segformer/segformer_mit-b4_8xb1-160k_cityscapes-1024x1024.py b/configs/segformer/segformer_mit-b4_8xb1-160k_cityscapes-1024x1024.py index e4f436b264..5fb16080dd 100644 --- a/configs/segformer/segformer_mit-b4_8xb1-160k_cityscapes-1024x1024.py +++ b/configs/segformer/segformer_mit-b4_8xb1-160k_cityscapes-1024x1024.py @@ -1,8 +1,10 @@ _base_ = ['./segformer_mit-b0_8xb1-160k_cityscapes-1024x1024.py'] +checkpoint = 'https://download.openmmlab.com/mmsegmentation/v0.5/pretrain/segformer/mit_b4_20220624-d588d980.pth' # noqa + model = dict( backbone=dict( - init_cfg=dict(type='Pretrained', checkpoint='pretrain/mit_b4.pth'), + init_cfg=dict(type='Pretrained', checkpoint=checkpoint), embed_dims=64, num_layers=[3, 8, 27, 3]), decode_head=dict(in_channels=[64, 128, 320, 512])) diff --git a/configs/segformer/segformer_mit-b4_8xb2-160k_ade20k-512x512.py b/configs/segformer/segformer_mit-b4_8xb2-160k_ade20k-512x512.py index 0015e1623a..5f39c30108 100644 --- a/configs/segformer/segformer_mit-b4_8xb2-160k_ade20k-512x512.py +++ b/configs/segformer/segformer_mit-b4_8xb2-160k_ade20k-512x512.py @@ -1,8 +1,12 @@ _base_ = ['./segformer_mit-b0_8xb2-160k_ade20k-512x512.py'] +checkpoint = 'https://download.openmmlab.com/mmsegmentation/v0.5/pretrain/segformer/mit_b4_20220624-d588d980.pth' # noqa + # model settings model = dict( - pretrained='pretrain/mit_b4.pth', backbone=dict( - embed_dims=64, num_heads=[1, 2, 5, 8], num_layers=[3, 8, 27, 3]), + init_cfg=dict(type='Pretrained', checkpoint=checkpoint), + embed_dims=64, + num_heads=[1, 2, 5, 8], + num_layers=[3, 8, 27, 3]), decode_head=dict(in_channels=[64, 128, 320, 512])) diff --git a/configs/segformer/segformer_mit-b5_8xb1-160k_cityscapes-1024x1024.py b/configs/segformer/segformer_mit-b5_8xb1-160k_cityscapes-1024x1024.py index 7fb2ea5b4e..18c3c16258 100644 --- a/configs/segformer/segformer_mit-b5_8xb1-160k_cityscapes-1024x1024.py +++ b/configs/segformer/segformer_mit-b5_8xb1-160k_cityscapes-1024x1024.py @@ -1,8 +1,10 @@ _base_ = ['./segformer_mit-b0_8xb1-160k_cityscapes-1024x1024.py'] +checkpoint = 'https://download.openmmlab.com/mmsegmentation/v0.5/pretrain/segformer/mit_b5_20220624-658746d9.pth' # noqa + model = dict( backbone=dict( - init_cfg=dict(type='Pretrained', checkpoint='pretrain/mit_b5.pth'), + init_cfg=dict(type='Pretrained', checkpoint=checkpoint), embed_dims=64, num_layers=[3, 6, 40, 3]), decode_head=dict(in_channels=[64, 128, 320, 512])) diff --git a/configs/segformer/segformer_mit-b5_8xb2-160k_ade20k-512x512.py b/configs/segformer/segformer_mit-b5_8xb2-160k_ade20k-512x512.py index 09bb260223..1e9a209ebe 100644 --- a/configs/segformer/segformer_mit-b5_8xb2-160k_ade20k-512x512.py +++ b/configs/segformer/segformer_mit-b5_8xb2-160k_ade20k-512x512.py @@ -1,8 +1,12 @@ _base_ = ['./segformer_mit-b0_8xb2-160k_ade20k-512x512.py'] +checkpoint = 'https://download.openmmlab.com/mmsegmentation/v0.5/pretrain/segformer/mit_b5_20220624-658746d9.pth' # noqa + # model settings model = dict( - pretrained='pretrain/mit_b5.pth', backbone=dict( - embed_dims=64, num_heads=[1, 2, 5, 8], num_layers=[3, 6, 40, 3]), + init_cfg=dict(type='Pretrained', checkpoint=checkpoint), + embed_dims=64, + num_heads=[1, 2, 5, 8], + num_layers=[3, 6, 40, 3]), decode_head=dict(in_channels=[64, 128, 320, 512])) diff --git a/configs/segformer/segformer_mit-b5_8xb2-160k_ade20k-640x640.py b/configs/segformer/segformer_mit-b5_8xb2-160k_ade20k-640x640.py index 3bba3716ef..a32eb7c1e1 100644 --- a/configs/segformer/segformer_mit-b5_8xb2-160k_ade20k-640x640.py +++ b/configs/segformer/segformer_mit-b5_8xb2-160k_ade20k-640x640.py @@ -1,5 +1,7 @@ _base_ = ['./segformer_mit-b0_8xb2-160k_ade20k-512x512.py'] +checkpoint = 'https://download.openmmlab.com/mmsegmentation/v0.5/pretrain/segformer/mit_b5_20220624-658746d9.pth' # noqa + # dataset settings crop_size = (640, 640) data_preprocessor = dict(size=crop_size) @@ -31,7 +33,9 @@ # model settings model = dict( data_preprocessor=data_preprocessor, - pretrained='pretrain/mit_b5.pth', backbone=dict( - embed_dims=64, num_heads=[1, 2, 5, 8], num_layers=[3, 6, 40, 3]), + init_cfg=dict(type='Pretrained', checkpoint=checkpoint), + embed_dims=64, + num_heads=[1, 2, 5, 8], + num_layers=[3, 6, 40, 3]), decode_head=dict(in_channels=[64, 128, 320, 512])) diff --git a/configs/swin/swin-tiny-patch4-window7_upernet_1xb8-20k_levir-256x256.py b/configs/swin/swin-tiny-patch4-window7_upernet_1xb8-20k_levir-256x256.py new file mode 100644 index 0000000000..663f769d73 --- /dev/null +++ b/configs/swin/swin-tiny-patch4-window7_upernet_1xb8-20k_levir-256x256.py @@ -0,0 +1,56 @@ +_base_ = [ + '../_base_/models/upernet_swin.py', '../_base_/datasets/levir_256x256.py', + '../_base_/default_runtime.py', '../_base_/schedules/schedule_20k.py' +] +crop_size = (256, 256) +norm_cfg = dict(type='BN', requires_grad=True) +data_preprocessor = dict( + size=crop_size, + type='SegDataPreProcessor', + mean=[123.675, 116.28, 103.53, 123.675, 116.28, 103.53], + std=[58.395, 57.12, 57.375, 58.395, 57.12, 57.375]) + +model = dict( + data_preprocessor=data_preprocessor, + backbone=dict( + in_channels=6, + embed_dims=96, + depths=[2, 2, 6, 2], + num_heads=[3, 6, 12, 24], + window_size=7, + use_abs_pos_embed=False, + drop_path_rate=0.3, + patch_norm=True), + decode_head=dict(in_channels=[96, 192, 384, 768], num_classes=2), + auxiliary_head=dict(in_channels=384, num_classes=2)) + +# AdamW optimizer, no weight decay for position embedding & layer norm +# in backbone +optim_wrapper = dict( + _delete_=True, + type='OptimWrapper', + optimizer=dict( + type='AdamW', lr=0.00006, betas=(0.9, 0.999), weight_decay=0.01), + paramwise_cfg=dict( + custom_keys={ + 'absolute_pos_embed': dict(decay_mult=0.), + 'relative_position_bias_table': dict(decay_mult=0.), + 'norm': dict(decay_mult=0.) + })) + +param_scheduler = [ + dict( + type='LinearLR', start_factor=1e-6, by_epoch=False, begin=0, end=1500), + dict( + type='PolyLR', + eta_min=0.0, + power=1.0, + begin=1500, + end=20000, + by_epoch=False, + ) +] + +train_dataloader = dict(batch_size=4) +val_dataloader = dict(batch_size=1) +test_dataloader = val_dataloader diff --git a/dataset-index.yml b/dataset-index.yml new file mode 100644 index 0000000000..dc235099fd --- /dev/null +++ b/dataset-index.yml @@ -0,0 +1,79 @@ +ade20k: + dataset: ADE20K_2016 + download_root: data + data_root: data/ade + +cityscapes: + dataset: CityScapes + download_root: data + data_root: data/cityscapes + +voc2012: + dataset: PASCAL_VOC2012 + download_root: data + data_root: data/VOCdevkit/VOC2012 + +cocostuff: + dataset: COCO-Stuff + download_root: data + data_root: data/coco_stuff164k + +mapillary: + dataset: Mapillary + download_root: data + data_root: data/mapillary + +pascal_context: + dataset: VOC2010 + download_root: data + data_root: data/VOCdevkit/VOC2010 + +isaid: + dataset: iSAID + download_root: data + data_root: data/iSAID + +isprs_potsdam: + dataset: ISPRS_Potsdam + download_root: data + data_root: data/potsdam + +loveda: + dataset: LoveDA + download_root: data + data_root: data/loveDA + +chase_db1: + dataset: CHASE_DB1 + download_root: data + data_root: data/CHASE_DB1 + +drive: + dataset: DRIVE + download_root: data + data_root: data/DRIVE + +hrf: + dataset: HRF + download_root: data + data_root: data/HRF + +stare: + dataset: STARE + download_root: data + data_root: data/STARE + +synapse: + dataset: SurgVisDom + download_root: data + data_root: data/synapse + +refuge: + dataset: REFUGE_Challenge + download_root: data + data_root: data/REFUGE + +lip: + dataset: LIP + download_root: data + data_root: data/LIP diff --git a/demo/inference_demo.ipynb b/demo/inference_demo.ipynb index 3a29a96466..455c5df4e1 100644 --- a/demo/inference_demo.ipynb +++ b/demo/inference_demo.ipynb @@ -2,28 +2,9 @@ "cells": [ { "cell_type": "code", - "execution_count": 1, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "mkdir: ../checkpoints: File exists\n", - "--2023-02-23 19:23:01-- https://download.openmmlab.com/mmsegmentation/v0.5/pspnet/pspnet_r50-d8_512x1024_40k_cityscapes/pspnet_r50-d8_512x1024_40k_cityscapes_20200605_003338-2966598c.pth\n", - "正在解析主机 download.openmmlab.com (download.openmmlab.com)... 116.0.89.205, 116.0.89.209, 116.0.89.207, ...\n", - "正在连接 download.openmmlab.com (download.openmmlab.com)|116.0.89.205|:443... 已连接。\n", - "已发出 HTTP 请求,正在等待回应... 200 OK\n", - "长度:196205945 (187M) [application/octet-stream]\n", - "正在保存至: “../checkpoints/pspnet_r50-d8_512x1024_40k_cityscapes_20200605_003338-2966598c.pth.3”\n", - "\n", - "pspnet_r50-d8_512x1 100%[===================>] 187.12M 861KB/s 用时 2m 56s \n", - "\n", - "2023-02-23 19:25:57 (1.06 MB/s) - 已保存 “../checkpoints/pspnet_r50-d8_512x1024_40k_cityscapes_20200605_003338-2966598c.pth.3” [196205945/196205945])\n", - "\n" - ] - } - ], + "outputs": [], "source": [ "!mkdir ../checkpoints\n", "!wget https://download.openmmlab.com/mmsegmentation/v0.5/pspnet/pspnet_r50-d8_512x1024_40k_cityscapes/pspnet_r50-d8_512x1024_40k_cityscapes_20200605_003338-2966598c.pth -P ../checkpoints" @@ -31,7 +12,7 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": null, "metadata": { "pycharm": { "is_executing": true @@ -40,7 +21,6 @@ "outputs": [], "source": [ "import torch\n", - "import mmcv\n", "import matplotlib.pyplot as plt\n", "from mmengine.model.utils import revert_sync_batchnorm\n", "from mmseg.apis import init_model, inference_model, show_result_pyplot" @@ -48,7 +28,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": null, "metadata": { "pycharm": { "is_executing": true @@ -62,35 +42,17 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/Users/xxc/Desktop/pjlab/mmsegv2/mmseg/models/builder.py:36: UserWarning: ``build_loss`` would be deprecated soon, please use ``mmseg.registry.MODELS.build()`` \n", - " warnings.warn('``build_loss`` would be deprecated soon, please use '\n", - "/Users/xxc/Desktop/pjlab/mmsegv2/mmseg/models/losses/cross_entropy_loss.py:235: UserWarning: Default ``avg_non_ignore`` is False, if you would like to ignore the certain label and average loss over non-ignore labels, which is the same with PyTorch official cross_entropy, set ``avg_non_ignore=True``.\n", - " warnings.warn(\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Loads checkpoint by local backend from path: ../checkpoints/pspnet_r50-d8_512x1024_40k_cityscapes_20200605_003338-2966598c.pth\n" - ] - } - ], + "outputs": [], "source": [ "# build the model from a config file and a checkpoint file\n", - "model = init_model(config_file, checkpoint_file, device='cuda:0')" + "model = init_model(config_file, checkpoint_file, device='cpu')" ] }, { "cell_type": "code", - "execution_count": 5, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -103,42 +65,13 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/opt/anaconda3/envs/pt1.13/lib/python3.10/site-packages/mmengine/visualization/visualizer.py:163: UserWarning: `Visualizer` backend is not initialized because save_dir is None.\n", - " warnings.warn('`Visualizer` backend is not initialized '\n" - ] - }, - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 6, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "# show the results\n", - "vis_result = show_result_pyplot(model, img, result)\n", - "plt.imshow(mmcv.bgr2rgb(vis_result))" + "vis_result = show_result_pyplot(model, img, result, show=False)\n", + "plt.imshow(vis_result)" ] }, { @@ -165,7 +98,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.10.9" + "version": "3.10.11" }, "pycharm": { "stem_cell": { diff --git a/docker/Dockerfile b/docker/Dockerfile index 28b9cdae34..55bfaba878 100644 --- a/docker/Dockerfile +++ b/docker/Dockerfile @@ -13,7 +13,7 @@ ENV CMAKE_PREFIX_PATH="$(dirname $(which conda))/../" RUN apt-key adv --fetch-keys https://developer.download.nvidia.com/compute/cuda/repos/ubuntu1804/x86_64/3bf863cc.pub RUN apt-key adv --fetch-keys https://developer.download.nvidia.com/compute/machine-learning/repos/ubuntu1804/x86_64/7fa2af80.pub -RUN apt-get update && apt-get install -y git ninja-build libglib2.0-0 libsm6 libxrender-dev libxext6 \ +RUN apt-get update && apt-get install -y git ninja-build libglib2.0-0 libsm6 libxrender-dev libxext6 libgl1-mesa-dev \ && apt-get clean \ && rm -rf /var/lib/apt/lists/* diff --git a/docker/serve/Dockerfile b/docker/serve/Dockerfile index cc61143f6c..b962c0079b 100644 --- a/docker/serve/Dockerfile +++ b/docker/serve/Dockerfile @@ -4,7 +4,7 @@ ARG CUDNN="8" FROM pytorch/pytorch:${PYTORCH}-cuda${CUDA}-cudnn${CUDNN}-devel ARG MMCV="2.0.0" -ARG MMSEG="1.0.0" +ARG MMSEG="1.1.0" ENV PYTHONUNBUFFERED TRUE diff --git a/docs/en/get_started.md b/docs/en/get_started.md index d9f92fc2cd..5c6033d549 100644 --- a/docs/en/get_started.md +++ b/docs/en/get_started.md @@ -4,7 +4,7 @@ In this section we demonstrate how to prepare an environment with PyTorch. -MMSegmentation works on Linux, Windows and macOS. It requires Python 3.6+, CUDA 9.2+ and PyTorch 1.5+. +MMSegmentation works on Linux, Windows and macOS. It requires Python 3.7+, CUDA 10.2+ and PyTorch 1.8+. **Note:** If you are experienced with PyTorch and have already installed it, just skip this part and jump to the [next section](##installation). Otherwise, you can follow these steps for the preparation. @@ -195,6 +195,16 @@ Run it with docker run --gpus all --shm-size=8g -it -v {DATA_DIR}:/mmsegmentation/data mmsegmentation ``` +### Optional Dependencies + +#### Install GDAL + +[GDAL](https://gdal.org/) is a translator library for raster and vector geospatial data formats. Install GDAL to read complex formats and extremely large remote sensing images. + +```shell +conda install GDAL +``` + ## Trouble shooting If you have some issues during the installation, please first view the [FAQ](notes/faq.md) page. diff --git a/docs/en/notes/changelog.md b/docs/en/notes/changelog.md index 729bb8ce19..663241fd84 100644 --- a/docs/en/notes/changelog.md +++ b/docs/en/notes/changelog.md @@ -1,5 +1,91 @@ # Changelog of v1.x +## v1.1.0(06/28/2023) + +## What's Changed + +### Features + +- Support albu transform ([#2943](https://github.com/open-mmlab/mmsegmentation/pull/2943)) +- Support DDRNet ([#2855](https://github.com/open-mmlab/mmsegmentation/pull/2855)) +- Add GDAL backend and Support LEVIR-CD Dataset ([#2903](https://github.com/open-mmlab/mmsegmentation/pull/2903)) +- Support DSDL Dataset ([#2925](https://github.com/open-mmlab/mmsegmentation/pull/2925)) +- huasdorff distance loss ([#2820](https://github.com/open-mmlab/mmsegmentation/pull/2820)) + +### New Projects + +- Support SAM inferencer ([#2897](https://github.com/open-mmlab/mmsegmentation/pull/2897)) +- Added a supported for Visual Attention Network (VAN) ([#2987](https://github.com/open-mmlab/mmsegmentation/pull/2987)) +- add GID dataset ([#3038](https://github.com/open-mmlab/mmsegmentation/pull/3038)) +- add Medical semantic seg dataset: Bactteria ([#2568](https://github.com/open-mmlab/mmsegmentation/pull/2568)) +- add Medical semantic seg dataset: Vampire ([#2633](https://github.com/open-mmlab/mmsegmentation/pull/2633)) +- add Medical semantic seg dataset: Ravir ([#2635](https://github.com/open-mmlab/mmsegmentation/pull/2635)) +- add Medical semantic seg dataset: Cranium ([#2675](https://github.com/open-mmlab/mmsegmentation/pull/2675)) +- add Medical semantic seg dataset: bccs ([#2861](https://github.com/open-mmlab/mmsegmentation/pull/2861)) +- add Medical semantic seg dataset: Gamma Task3 dataset ([#2695](https://github.com/open-mmlab/mmsegmentation/pull/2695)) +- add Medical semantic seg dataset: consep ([#2724](https://github.com/open-mmlab/mmsegmentation/pull/2724)) +- add Medical semantic seg dataset: breast_cancer_cell_seg dataset ([#2726](https://github.com/open-mmlab/mmsegmentation/pull/2726)) +- add Medical semantic seg dataset: chest_image_pneum dataset ([#2727](https://github.com/open-mmlab/mmsegmentation/pull/2727)) +- add Medical semantic seg dataset: conic2022 ([#2725](https://github.com/open-mmlab/mmsegmentation/pull/2725)) +- add Medical semantic seg dataset: dr_hagis ([#2729](https://github.com/open-mmlab/mmsegmentation/pull/2729)) +- add Medical semantic seg dataset: orvs ([#2728](https://github.com/open-mmlab/mmsegmentation/pull/2728)) +- add Medical semantic seg dataset: ISIC-2016 Task1 ([#2708](https://github.com/open-mmlab/mmsegmentation/pull/2708)) +- add Medical semantic seg dataset: ISIC-2017 Task1 ([#2709](https://github.com/open-mmlab/mmsegmentation/pull/2709)) +- add Medical semantic seg dataset: Kvasir seg ([#2677](https://github.com/open-mmlab/mmsegmentation/pull/2677)) +- add Medical semantic seg dataset: Kvasir seg aliyun ([#2678](https://github.com/open-mmlab/mmsegmentation/pull/2678)) +- add Medical semantic seg dataset: Rite ([#2680](https://github.com/open-mmlab/mmsegmentation/pull/2680)) +- add Medical semantic seg dataset: Fusc2021 ([#2682](https://github.com/open-mmlab/mmsegmentation/pull/2682)) +- add Medical semantic seg dataset: 2pm vessel ([#2685](https://github.com/open-mmlab/mmsegmentation/pull/2685)) +- add Medical semantic seg dataset: Pcam ([#2684](https://github.com/open-mmlab/mmsegmentation/pull/2684)) +- add Medical semantic seg dataset: Pannuke ([#2683](https://github.com/open-mmlab/mmsegmentation/pull/2683)) +- add Medical semantic seg dataset: Covid 19 ct cxr ([#2688](https://github.com/open-mmlab/mmsegmentation/pull/2688)) +- add Medical semantic seg dataset: Crass ([#2690](https://github.com/open-mmlab/mmsegmentation/pull/2690)) +- add Medical semantic seg dataset: Chest x ray images with pneumothorax masks ([#2687](https://github.com/open-mmlab/mmsegmentation/pull/2687)) + +### Enhancement + +- Robust mapping from image path to seg map path ([#3091](https://github.com/open-mmlab/mmsegmentation/pull/3091)) +- Change assertion logic inference cfg.model.test_cfg ([#3012](https://github.com/open-mmlab/mmsegmentation/pull/3012)) +- Refactor dice loss ([#3002](https://github.com/open-mmlab/mmsegmentation/pull/3002)) +- Update Dockerfile libgl1-mesa-dev ([#3095](https://github.com/open-mmlab/mmsegmentation/pull/3095)) +- Prevent passed `ann_file` from silently failing to load ([#2966](https://github.com/open-mmlab/mmsegmentation/pull/2966)) +- Update the translation of models documentation ([#2833](https://github.com/open-mmlab/mmsegmentation/pull/2833)) +- Add docs contents at README.md ([#3083](https://github.com/open-mmlab/mmsegmentation/pull/3083)) +- Enhance swin pretrained model loading ([#3097](https://github.com/open-mmlab/mmsegmentation/pull/3097)) + +### Bug Fixes + +- Handle case where device is neither CPU nor CUDA in HamHead ([#2868](https://github.com/open-mmlab/mmsegmentation/pull/2868)) +- Fix bugs when out_channels==1 ([#2911](https://github.com/open-mmlab/mmsegmentation/pull/2911)) +- Fix binary C=1 focal loss & dataset fileio ([#2935](https://github.com/open-mmlab/mmsegmentation/pull/2935)) +- Fix isaid dataset pre-processing tool ([#3010](https://github.com/open-mmlab/mmsegmentation/pull/3010)) +- Fix bug cannot use both '--tta' and '--out' while testing ([#3067](https://github.com/open-mmlab/mmsegmentation/pull/3067)) +- Fix inferencer ut ([#3117](https://github.com/open-mmlab/mmsegmentation/pull/3117)) +- Fix document ([#2863](https://github.com/open-mmlab/mmsegmentation/pull/2863), [#2896](https://github.com/open-mmlab/mmsegmentation/pull/2896), [#2919](https://github.com/open-mmlab/mmsegmentation/pull/2919), [#2951](https://github.com/open-mmlab/mmsegmentation/pull/2951), [#2970](https://github.com/open-mmlab/mmsegmentation/pull/2970), [#2961](https://github.com/open-mmlab/mmsegmentation/pull/2961), [#3042](https://github.com/open-mmlab/mmsegmentation/pull/3042), ) +- Fix squeeze error when N=1 and C=1 ([#2933](https://github.com/open-mmlab/mmsegmentation/pull/2933)) + +## New Contributors + +- @liu-mengyang made their first contribution in https://github.com/open-mmlab/mmsegmentation/pull/2896 +- @likyoo made their first contribution in https://github.com/open-mmlab/mmsegmentation/pull/2911 +- @1qh made their first contribution in https://github.com/open-mmlab/mmsegmentation/pull/2902 +- @JoshuaChou2018 made their first contribution in https://github.com/open-mmlab/mmsegmentation/pull/2951 +- @jts250 made their first contribution in https://github.com/open-mmlab/mmsegmentation/pull/2833 +- @MGAMZ made their first contribution in https://github.com/open-mmlab/mmsegmentation/pull/2970 +- @tianbinli made their first contribution in https://github.com/open-mmlab/mmsegmentation/pull/2568 +- @Provable0816 made their first contribution in https://github.com/open-mmlab/mmsegmentation/pull/2633 +- @Zoulinx made their first contribution in https://github.com/open-mmlab/mmsegmentation/pull/2903 +- @wufan-tb made their first contribution in https://github.com/open-mmlab/mmsegmentation/pull/2925 +- @haruishi43 made their first contribution in https://github.com/open-mmlab/mmsegmentation/pull/2966 +- @Masaaki-75 made their first contribution in https://github.com/open-mmlab/mmsegmentation/pull/2675 +- @tang576225574 made their first contribution in https://github.com/open-mmlab/mmsegmentation/pull/2987 +- @Kedreamix made their first contribution in https://github.com/open-mmlab/mmsegmentation/pull/3010 +- @nightrain01 made their first contribution in https://github.com/open-mmlab/mmsegmentation/pull/3067 +- @shigengtian made their first contribution in https://github.com/open-mmlab/mmsegmentation/pull/3095 +- @SheffieldCao made their first contribution in https://github.com/open-mmlab/mmsegmentation/pull/3097 +- @wangruohui made their first contribution in https://github.com/open-mmlab/mmsegmentation/pull/3091 +- @LHamnett made their first contribution in https://github.com/open-mmlab/mmsegmentation/pull/3012 + ## v1.0.0(04/06/2023) ### Highlights diff --git a/docs/en/notes/faq.md b/docs/en/notes/faq.md index d7387cb4e5..8401d7457c 100644 --- a/docs/en/notes/faq.md +++ b/docs/en/notes/faq.md @@ -8,8 +8,9 @@ The compatible MMSegmentation, MMCV and MMEngine versions are as below. Please i | MMSegmentation version | MMCV version | MMEngine version | MMClassification (optional) version | MMDetection (optional) version | | :--------------------: | :----------------------------: | :---------------: | :---------------------------------: | :----------------------------: | -| dev-1.x branch | mmcv >= 2.0.0rc4 | MMEngine >= 0.7.1 | mmcls==1.0.0rc6 | mmdet >= 3.0.0 | -| main branch | mmcv >= 2.0.0rc4 | MMEngine >= 0.7.1 | mmcls==1.0.0rc6 | mmdet >= 3.0.0 | +| dev-1.x branch | mmcv >= 2.0.0 | MMEngine >= 0.7.4 | mmpretrain>=1.0.0rc7 | mmdet >= 3.0.0 | +| main branch | mmcv >= 2.0.0 | MMEngine >= 0.7.4 | mmpretrain>=1.0.0rc7 | mmdet >= 3.0.0 | +| 1.1.0 | mmcv >= 2.0.0 | MMEngine >= 0.7.4 | mmpretrain>=1.0.0rc7 | mmdet >= 3.0.0 | | 1.0.0 | mmcv >= 2.0.0rc4 | MMEngine >= 0.7.1 | mmcls==1.0.0rc6 | mmdet >= 3.0.0 | | 1.0.0rc6 | mmcv >= 2.0.0rc4 | MMEngine >= 0.5.0 | mmcls>=1.0.0rc0 | mmdet >= 3.0.0rc6 | | 1.0.0rc5 | mmcv >= 2.0.0rc4 | MMEngine >= 0.2.0 | mmcls>=1.0.0rc0 | mmdet>=3.0.0rc6 | diff --git a/docs/en/user_guides/2_dataset_prepare.md b/docs/en/user_guides/2_dataset_prepare.md index d4fbfbf5d0..9502ee3b88 100644 --- a/docs/en/user_guides/2_dataset_prepare.md +++ b/docs/en/user_guides/2_dataset_prepare.md @@ -2,6 +2,7 @@ It is recommended to symlink the dataset root to `$MMSEGMENTATION/data`. If your folder structure is different, you may need to change the corresponding paths in config files. +For users in China, we also recommend you get the dsdl dataset from our opensource platform [OpenDataLab](https://opendatalab.com/), for better download and use experience,here is an example: [DSDLReadme](../../../configs/dsdl/README.md), welcome to try. ```none mmsegmentation @@ -349,9 +350,10 @@ More details about LoveDA can be found [here](https://github.com/Junjue-Wang/Lov ## ISPRS Potsdam -The [Potsdam](https://www2.isprs.org/commissions/comm2/wg4/benchmark/2d-sem-label-potsdam/) dataset is for urban semantic segmentation used in the 2D Semantic Labeling Contest - Potsdam. +The [Potsdam](https://www.isprs.org/education/benchmarks/UrbanSemLab/2d-sem-label-potsdam.aspx) dataset is for urban semantic segmentation used in the 2D Semantic Labeling Contest - Potsdam. -The dataset can be requested at the challenge [homepage](https://www2.isprs.org/commissions/comm2/wg4/benchmark/data-request-form/). +The dataset can be requested at the challenge [homepage](https://www.isprs.org/education/benchmarks/UrbanSemLab/default.aspx). +Or download on [BaiduNetdisk](https://pan.baidu.com/s/1K-cLVZnd1X7d8c26FQ-nGg?pwd=mseg),password:mseg, [Google Drive](https://drive.google.com/drive/folders/1w3EJuyUGet6_qmLwGAWZ9vw5ogeG0zLz?usp=sharing) and [OpenDataLab](https://opendatalab.com/ISPRS_Potsdam/download). The '2_Ortho_RGB.zip' and '5_Labels_all_noBoundary.zip' are required. For Potsdam dataset, please run the following command to re-organize the dataset. @@ -367,6 +369,7 @@ In our default setting, it will generate 3456 images for training and 2016 image The [Vaihingen](https://www2.isprs.org/commissions/comm2/wg4/benchmark/2d-sem-label-vaihingen/) dataset is for urban semantic segmentation used in the 2D Semantic Labeling Contest - Vaihingen. The dataset can be requested at the challenge [homepage](https://www2.isprs.org/commissions/comm2/wg4/benchmark/data-request-form/). +Or [BaiduNetdisk](https://pan.baidu.com/s/109D3WLrLafsuYtLeerLiiA?pwd=mseg),password:mseg, [Google Drive](https://drive.google.com/drive/folders/1w3NhvLVA2myVZqOn2pbiDXngNC7NTP_t?usp=sharing). The 'ISPRS_semantic_labeling_Vaihingen.zip' and 'ISPRS_semantic_labeling_Vaihingen_ground_truth_eroded_COMPLETE.zip' are required. For Vaihingen dataset, please run the following command to re-organize the dataset. @@ -620,3 +623,33 @@ It includes 400 images for training, 400 images for validation and 400 images fo - You could set Datasets version with `MapillaryDataset_v1` and `MapillaryDataset_v2` in your configs. View the Mapillary Vistas Datasets config file here [V1.2](https://github.com/open-mmlab/mmsegmentation/blob/main/configs/_base_/datasets/mapillary_v1.py) and [V2.0](https://github.com/open-mmlab/mmsegmentation/blob/main/configs/_base_/datasets/mapillary_v2.py) + +## LEVIR-CD + +[LEVIR-CD](https://justchenhao.github.io/LEVIR/) Large-scale Remote Sensing Change Detection Dataset for Building. + +Download the dataset from [here](https://justchenhao.github.io/LEVIR/). + +The supplement version of the dataset can be requested on the [homepage](https://github.com/S2Looking/Dataset) + +Please download the supplement version of the dataset, then unzip `LEVIR-CD+.zip`, the contents of original datasets include: + +```none +│ ├── LEVIR-CD+ +│ │ ├── train +│ │ │ ├── A +│ │ │ ├── B +│ │ │ ├── label +│ │ ├── test +│ │ │ ├── A +│ │ │ ├── B +│ │ │ ├── label +``` + +For LEVIR-CD dataset, please run the following command to crop images without overlap: + +```shell +python tools/dataset_converters/levircd.py --dataset-path /path/to/LEVIR-CD+ --out_dir /path/to/LEVIR-CD +``` + +The size of cropped image is 256x256, which is consistent with the original paper. diff --git a/docs/en/user_guides/deployment.md b/docs/en/user_guides/5_deployment.md similarity index 100% rename from docs/en/user_guides/deployment.md rename to docs/en/user_guides/5_deployment.md diff --git a/docs/en/user_guides/visualization_feature_map.md b/docs/en/user_guides/visualization_feature_map.md index d61226f055..08398e514a 100644 --- a/docs/en/user_guides/visualization_feature_map.md +++ b/docs/en/user_guides/visualization_feature_map.md @@ -194,7 +194,7 @@ ann_r50-d8_512x1024_40k_cityscapes_20200605_095211-049fc292.pth \ --gt_mask aachen_000000_000019_gtFine_labelTrainIds.png ``` -The visualized image result and its corresponding reature map will appear in the wandb account. +The visualized image result and its corresponding feature map will appear in the wandb account.
diff --git a/docs/zh_cn/advanced_guides/contribute_dataset.md b/docs/zh_cn/advanced_guides/contribute_dataset.md new file mode 100644 index 0000000000..4222de32a6 --- /dev/null +++ b/docs/zh_cn/advanced_guides/contribute_dataset.md @@ -0,0 +1,461 @@ +# 在 mmsegmentation projects 中贡献一个标准格式的数据集 + +- 在开始您的贡献流程前,请先阅读[《OpenMMLab 贡献代码指南》](https://mmcv.readthedocs.io/zh_CN/latest/community/contributing.html),以详细的了解 OpenMMLab 代码库的代码贡献流程。 +- 该教程以 [Gaofen Image Dataset (GID)](https://www.sciencedirect.com/science/article/pii/S0034425719303414) 高分 2 号卫星所拍摄的遥感图像语义分割数据集作为样例,来演示在 mmsegmentation 中的数据集贡献流程。 + +## 步骤 1: 配置 mmsegmentation 开发所需必要环境 + +- 开发所必需的环境安装请参考[中文快速入门指南](https://github.com/open-mmlab/mmsegmentation/blob/main/docs/zh_cn/get_started.md)或[英文 get_started](https://github.com/open-mmlab/mmsegmentation/blob/main/docs/en/get_started.md)。 + +- 如果您已安装了最新版的 pytorch、mmcv、mmengine,那么您可以跳过步骤 1 至[步骤 2](<#[步骤-2](#%E6%AD%A5%E9%AA%A4-2%E4%BB%A3%E7%A0%81%E8%B4%A1%E7%8C%AE%E5%89%8D%E7%9A%84%E5%87%86%E5%A4%87%E5%B7%A5%E4%BD%9C)>)。 + +- **注:** 在此处无需安装 mmsegmentation,只需安装开发 mmsegmentation 所必需的 pytorch、mmcv、mmengine 等即可。 + +**新建虚拟环境(如已有合适的开发环境,可跳过)** + +- 从[官方网站](https://docs.conda.io/en/latest/miniconda.html)下载并安装 Miniconda +- 创建一个 conda 环境,并激活 + +```shell +conda create --name openmmlab python=3.8 -y +conda activate openmmlab +``` + +**安装 pytorch (如环境下已安装 pytorch,可跳过)** + +- 参考 [official instructions](https://pytorch.org/get-started/locally/) 安装 **PyTorch** + +**使用 mim 安装 mmcv、mmengine** + +- 使用 [MIM](https://github.com/open-mmlab/mim) 安装 [MMCV](https://github.com/open-mmlab/mmcv) + +```shell +pip install -U openmim +mim install mmengine +mim install "mmcv>=2.0.0" +``` + +## 步骤 2:代码贡献前的准备工作 + +### 2.1 Fork mmsegmentation 仓库 + +- 通过浏览器打开[mmsegmentation 官方仓库](https://github.com/open-mmlab/mmsegmentation/tree/main)。 +- 登录您的 GitHub 账户,以下步骤均需在 GitHub 登录的情况下进行。 +- Fork mmsegmentation 仓库 + ![image](https://user-images.githubusercontent.com/50650583/233825567-b8bf273c-38f5-4487-b4c6-75ede1e283ee.png) +- Fork 之后,mmsegmentation 仓库将会出现在您的个人仓库中。 + +### 2.2 在您的代码编写软件中 git clone mmsegmentation + +这里以 VSCODE 为例 + +- 打开 VSCODE,新建终端窗口并激活您在[步骤 1 ](#%E6%AD%A5%E9%AA%A4-1-%E9%85%8D%E7%BD%AE-mmsegmentation-%E5%BC%80%E5%8F%91%E6%89%80%E9%9C%80%E5%BF%85%E8%A6%81%E7%8E%AF%E5%A2%83)中所安装的虚拟环境。 +- 在您 GitHub 的个人仓库中找到您 Fork 的 mmsegmentation 仓库,复制其链接。 + ![image](https://github.com/AI-Tianlong/OpenMMLabCamp/assets/50650583/92ad555b-c5b2-4a7f-a800-ebee1e405ab6) +- 在终端中执行命令 + ```bash + git clone {您所复制的个人仓库的链接} + ``` + ![image](https://github.com/AI-Tianlong/OpenMMLabCamp/assets/50650583/23ba2636-e66f-4ea5-9077-9dd6b69deb1d) + **注:** 如提示以下信息,请在 GitHub 中添加 [SSH 秘钥](https://docs.github.com/en/authentication/connecting-to-github-with-ssh/generating-a-new-ssh-key-and-adding-it-to-the-ssh-agent) + ![image](https://github.com/AI-Tianlong/OpenMMLabCamp/assets/50650583/6fcab213-0739-483c-b345-c59656027377) +- 进入 mmsegmentation 目录(之后的操作均在 mmsegmentation 目录下)。 + ```bash + cd mmsegmentation + ``` +- 在终端中执行以下命令,添加官方仓库为上游仓库。 + ```bash + git remote add upstream git@github.com:open-mmlab/mmsegmentation.git + ``` +- 使用以下命令检查 remote 是否添加成功。 + ```bash + git remote -v + ``` + ![image](https://github.com/AI-Tianlong/OpenMMLabCamp/assets/50650583/beec7e5e-2b00-4e49-ab38-f0c79e346594) + +### 2.3 切换目录至 mmsegmentation 并从源码安装mmsegmentation + +在`mmsegmentation`目录下执行`pip install -v -e .`,通过源码构建方式安装 mmsegmentaion 库。 +安装完成后,您将能看到如下图所示的文件树。 +image + +### 2.4 切换分支为 dev-1.x + +正如您在[ mmsegmentation 官网](https://github.com/open-mmlab/mmsegmentation/tree/main)所见,该仓库有许多分支,默认分支`main`为稳定的发行版本,以及用于贡献者进行开发的`dev-1.x`分支。`dev-1.x`分支是贡献者们用来提交创意和 PR 的分支,`dev-1.x`分支的内容会被周期性的合入到`main`分支。 +![image](https://user-images.githubusercontent.com/50650583/233826225-f4b7299d-de23-47db-900d-dfb01ba0efc3.png) + +回到 VSCODE 中,在终端执行命令 + +```bash +git checkout dev-1.x +``` + +### 2.5 创新属于自己的新分支 + +在基于`dev-1.x`分支下,使用如下命令,创建属于您自己的分支。 + +```bash +# git checkout -b 您的GitHubID/您的分支想要实现的功能的名字 +# git checkout -b AI-Tianlong/support_GID_dataset +git checkout -b {您的GitHubID/您的分支想要实现的功能的名字} +``` + +### 2.6 配置 pre-commit + +OpenMMLab 仓库对代码质量有着较高的要求,所有提交的 PR 必须要通过代码格式检查。pre-commit 详细配置参阅[配置 pre-commit](https://mmcv.readthedocs.io/zh_CN/latest/community/contributing.html#pre-commit)。 + +## 步骤 3:在`mmsegmentation/projects`下贡献您的代码 + +**先对 GID 数据集进行分析** + +这里以贡献高分 2 号遥感图像语义分割数据集 GID 为例,GID 数据集是由我国自主研发的高分 2 号卫星所拍摄的光学遥感图像所创建,经图像预处理后共提供了 150 张 6800x7200 像素的 RGB 三通道遥感图像。并提供了两种不同类别数的数据标注,一种是包含 5 类有效物体的 RGB 标签,另一种是包含 15 类有效物体的 RGB 标签。本教程将针对 5 类标签进行数据集贡献流程讲解。 + +GID 的 5 类有效标签分别为:0-背景-\[0,0,0\](mask 标签值-标签名称-RGB 标签值)、1-建筑-\[255,0,0\]、2-农田-\[0,255,0\]、3-森林-\[0,0,255\]、4-草地-\[255,255,0\]、5-水-\[0,0,255\]。在语义分割任务中,标签是与原图尺寸一致的单通道图像,标签图像中的像素值为真实样本图像中对应像素所包含的物体的类别。GID 数据集提供的是具有 RGB 三通道的彩色标签,为了模型的训练需要将 RGB 标签转换为 mask 标签。并且由于图像尺寸为 6800x7200 像素,对于神经网络的训练来有些过大,所以将每张图像裁切成了没有重叠的 512x512 的图像以便进行训练。 +image + +### 3.1 在`mmsegmentation/projects`下创建新的项目文件夹 + +在`mmsegmentation/projects`下创建文件夹`gid_dataset` +![image](https://user-images.githubusercontent.com/50650583/233829687-8f2b6600-bc9d-48ff-a865-d462af54d55a.png) + +### 3.2 贡献您的数据集代码 + +为了最终能将您在 projects 中贡献的代码更加顺畅的移入核心库中(对代码要求质量更高),非常建议按照核心库的目录来编辑您的数据集文件。 +关于数据集有 4 个必要的文件: + +- **1** `mmseg/datasets/gid.py` 定义了数据集的尾缀、CLASSES、PALETTE、reduce_zero_label等 +- **2** `configs/_base_/gid.py` GID 数据集的配置文件,定义了数据集的`dataset_type`(数据集类型,`mmseg/datasets/gid.py`中注册的数据集的类名)、`data_root`(数据集所在的根目录,建议将数据集通过软连接的方式将数据集放至`mmsegmentation/data`)、`train_pipline`(训练的数据流)、`test_pipline`(测试和验证时的数据流)、`img_rations`(多尺度预测时的多尺度配置)、`tta_pipeline`(多尺度预测)、`train_dataloader`(训练集的数据加载器)、`val_dataloader`(验证集的数据加载器)、`test_dataloader`(测试集的数据加载器)、`val_evaluator`(验证集的评估器)、`test_evaluator`(测试集的评估器)。 +- **3** 使用了 GID 数据集的模型训练配置文件 + 这个是可选的,但是强烈建议您添加。在核心库中,所贡献的数据集需要和参考文献中所提出的结果精度对齐,为了后期将您贡献的代码合并入核心库。如您的算力充足,最好能提供对应的模型配置文件在您贡献的数据集上所验证的结果以及相应的权重文件,并撰写较为详细的README.md文档。[示例参考结果](https://github.com/open-mmlab/mmsegmentation/tree/main/configs/deeplabv3plus#mapillary-vistas-v12) + ![image](https://user-images.githubusercontent.com/50650583/233877682-eabe8723-bce9-40e4-a303-08c8385cb6b5.png) +- **4** 使用如下命令格式: 撰写`docs/zh_cn/user_guides/2_dataset_prepare.md`来添加您的数据集介绍,包括但不限于数据集的下载方式,数据集目录结构、数据集生成等一些必要性的文字性描述和运行命令。以更好地帮助用户能更快的实现数据集的准备工作。 + +### 3.3 贡献`tools/dataset_converters/gid.py` + +由于 GID 数据集是由未经过切分的 6800x7200 图像所构成的数据集,并且没有划分训练集、验证集与测试集。以及其标签为 RGB 彩色标签,需要将标签转换为单通道的 mask label。为了方便训练,首先将 GID 数据集进行裁切和标签转换,并进行数据集划分,构建为 mmsegmentation 所支持的格式。 + +```python +# tools/dataset_converters/gid.py +import argparse +import glob +import math +import os +import os.path as osp +from PIL import Image + +import mmcv +import numpy as np +from mmengine.utils import ProgressBar, mkdir_or_exist + +def parse_args(): + parser = argparse.ArgumentParser( + description='Convert GID dataset to mmsegmentation format') + parser.add_argument('dataset_img_path', help='GID images folder path') + parser.add_argument('dataset_label_path', help='GID labels folder path') + parser.add_argument('--tmp_dir', help='path of the temporary directory') + parser.add_argument('-o', '--out_dir', help='output path', default='data/gid') + parser.add_argument( + '--clip_size', + type=int, + help='clipped size of image after preparation', + default=256) + parser.add_argument( + '--stride_size', + type=int, + help='stride of clipping original images', + default=256) + args = parser.parse_args() + return args + +GID_COLORMAP = dict( + Background=(0, 0, 0), #0-背景-黑色 + Building=(255, 0, 0), #1-建筑-红色 + Farmland=(0, 255, 0), #2-农田-绿色 + Forest=(0, 0, 255), #3-森林-蓝色 + Meadow=(255, 255, 0),#4-草地-黄色 + Water=(0, 0, 255)#5-水-蓝色 +) +palette = list(GID_COLORMAP.values()) +classes = list(GID_COLORMAP.keys()) + +#############用列表来存一个 RGB 和一个类别的对应################ +def colormap2label(palette): + colormap2label_list = np.zeros(256**3, dtype = np.longlong) + for i, colormap in enumerate(palette): + colormap2label_list[(colormap[0] * 256 + colormap[1])*256+colormap[2]] = i + return colormap2label_list + +#############给定那个列表,和vis_png然后生成masks_png################ +def label_indices(RGB_label, colormap2label_list): + RGB_label = RGB_label.astype('int32') + idx = (RGB_label[:, :, 0] * 256 + RGB_label[:, :, 1]) * 256 + RGB_label[:, :, 2] + # print(idx.shape) + return colormap2label_list[idx] + +def RGB2mask(RGB_label, colormap2label_list): + # RGB_label = np.array(Image.open(RGB_label).convert('RGB')) #打开RGB_png + mask_label = label_indices(RGB_label, colormap2label_list) # .numpy() + return mask_label + +colormap2label_list = colormap2label(palette) + +def clip_big_image(image_path, clip_save_dir, args, to_label=False): + """ + Original image of GID dataset is very large, thus pre-processing + of them is adopted. Given fixed clip size and stride size to generate + clipped image, the intersection of width and height is determined. + For example, given one 6800 x 7200 original image, the clip size is + 256 and stride size is 256, thus it would generate 29 x 27 = 783 images + whose size are all 256 x 256. + + """ + + image = mmcv.imread(image_path, channel_order='rgb') + # image = mmcv.bgr2gray(image) + + h, w, c = image.shape + clip_size = args.clip_size + stride_size = args.stride_size + + num_rows = math.ceil((h - clip_size) / stride_size) if math.ceil( + (h - clip_size) / + stride_size) * stride_size + clip_size >= h else math.ceil( + (h - clip_size) / stride_size) + 1 + num_cols = math.ceil((w - clip_size) / stride_size) if math.ceil( + (w - clip_size) / + stride_size) * stride_size + clip_size >= w else math.ceil( + (w - clip_size) / stride_size) + 1 + + x, y = np.meshgrid(np.arange(num_cols + 1), np.arange(num_rows + 1)) + xmin = x * clip_size + ymin = y * clip_size + + xmin = xmin.ravel() + ymin = ymin.ravel() + xmin_offset = np.where(xmin + clip_size > w, w - xmin - clip_size, + np.zeros_like(xmin)) + ymin_offset = np.where(ymin + clip_size > h, h - ymin - clip_size, + np.zeros_like(ymin)) + boxes = np.stack([ + xmin + xmin_offset, ymin + ymin_offset, + np.minimum(xmin + clip_size, w), + np.minimum(ymin + clip_size, h) + ], axis=1) + + if to_label: + image = RGB2mask(image, colormap2label_list) #这里得改一下 + + for count, box in enumerate(boxes): + start_x, start_y, end_x, end_y = box + clipped_image = image[start_y:end_y, + start_x:end_x] if to_label else image[ + start_y:end_y, start_x:end_x, :] + img_name = osp.basename(image_path).replace('.tif', '') + img_name = img_name.replace('_label', '') + if count % 3 == 0: + mmcv.imwrite( + clipped_image.astype(np.uint8), + osp.join( + clip_save_dir.replace('train', 'val'), + f'{img_name}_{start_x}_{start_y}_{end_x}_{end_y}.png')) + else: + mmcv.imwrite( + clipped_image.astype(np.uint8), + osp.join( + clip_save_dir, + f'{img_name}_{start_x}_{start_y}_{end_x}_{end_y}.png')) + count += 1 + +def main(): + args = parse_args() + + """ + According to this paper: https://ieeexplore.ieee.org/document/9343296/ + select 15 images contained in GID, , which cover the whole six + categories, to generate train set and validation set. + + According to Paper: https://ieeexplore.ieee.org/document/9343296/ + + """ + + if args.out_dir is None: + out_dir = osp.join('data', 'gid') + else: + out_dir = args.out_dir + + print('Making directories...') + mkdir_or_exist(osp.join(out_dir, 'img_dir', 'train')) + mkdir_or_exist(osp.join(out_dir, 'img_dir', 'val')) + mkdir_or_exist(osp.join(out_dir, 'ann_dir', 'train')) + mkdir_or_exist(osp.join(out_dir, 'ann_dir', 'val')) + + src_path_list = glob.glob(os.path.join(args.dataset_img_path, '*.tif')) + print(f'Find {len(src_path_list)} pictures') + + prog_bar = ProgressBar(len(src_path_list)) + + dst_img_dir = osp.join(out_dir, 'img_dir', 'train') + dst_label_dir = osp.join(out_dir, 'ann_dir', 'train') + + for i, img_path in enumerate(src_path_list): + label_path = osp.join(args.dataset_label_path, osp.basename(img_path.replace('.tif', '_label.tif'))) + + clip_big_image(img_path, dst_img_dir, args, to_label=False) + clip_big_image(label_path, dst_label_dir, args, to_label=True) + prog_bar.update() + + print('Done!') + +if __name__ == '__main__': + main() +``` + +### 3.4 贡献`mmseg/datasets/gid.py` + +可参考[`projects/mapillary_dataset/mmseg/datasets/mapillary.py`](https://github.com/open-mmlab/mmsegmentation/blob/main/projects/mapillary_dataset/mmseg/datasets/mapillary.py)并在此基础上修改相应变量以适配您的数据集。 + +```python +# mmseg/datasets/gid.py +# Copyright (c) OpenMMLab. All rights reserved. +from mmseg.datasets.basesegdataset import BaseSegDataset +from mmseg.registry import DATASETS + +# 注册数据集类 +@DATASETS.register_module() +class GID_Dataset(BaseSegDataset): + """Gaofen Image Dataset (GID) + + Dataset paper link: + https://www.sciencedirect.com/science/article/pii/S0034425719303414 + https://x-ytong.github.io/project/GID.html + + GID 6 classes: background(others), built-up, farmland, forest, meadow, water + + In This example, select 10 images from GID dataset as training set, + and select 5 images as validation set. + The selected images are listed as follows: + + GF2_PMS1__L1A0000647767-MSS1 + GF2_PMS1__L1A0001064454-MSS1 + GF2_PMS1__L1A0001348919-MSS1 + GF2_PMS1__L1A0001680851-MSS1 + GF2_PMS1__L1A0001680853-MSS1 + GF2_PMS1__L1A0001680857-MSS1 + GF2_PMS1__L1A0001757429-MSS1 + GF2_PMS2__L1A0000607681-MSS2 + GF2_PMS2__L1A0000635115-MSS2 + GF2_PMS2__L1A0000658637-MSS2 + GF2_PMS2__L1A0001206072-MSS2 + GF2_PMS2__L1A0001471436-MSS2 + GF2_PMS2__L1A0001642620-MSS2 + GF2_PMS2__L1A0001787089-MSS2 + GF2_PMS2__L1A0001838560-MSS2 + + The ``img_suffix`` is fixed to '.tif' and ``seg_map_suffix`` is + fixed to '.tif' for GID. + """ + METAINFO = dict( + classes=('Others', 'Built-up', 'Farmland', 'Forest', + 'Meadow', 'Water'), + + palette=[[0, 0, 0], [255, 0, 0], [0, 255, 0], [0, 255, 255], + [255, 255, 0], [0, 0, 255]]) + + def __init__(self, + img_suffix='.png', + seg_map_suffix='.png', + reduce_zero_label=None, + **kwargs) -> None: + super().__init__( + img_suffix=img_suffix, + seg_map_suffix=seg_map_suffix, + reduce_zero_label=reduce_zero_label, + **kwargs) +``` + +### 3.5 贡献使用 GID 的训练 config file + +```python +_base_ = [ + '../../../configs/_base_/models/deeplabv3plus_r50-d8.py', + './_base_/datasets/gid.py', + '../../../configs/_base_/default_runtime.py', + '../../../configs/_base_/schedules/schedule_240k.py' +] +custom_imports = dict( + imports=['projects.gid_dataset.mmseg.datasets.gid']) + +crop_size = (256, 256) +data_preprocessor = dict(size=crop_size) +model = dict( + data_preprocessor=data_preprocessor, + pretrained='open-mmlab://resnet101_v1c', + backbone=dict(depth=101), + decode_head=dict(num_classes=6), + auxiliary_head=dict(num_classes=6)) + +``` + +### 3.6 撰写`docs/zh_cn/user_guides/2_dataset_prepare.md` + +**Gaofen Image Dataset (GID)** + +- GID 数据集可在[此处](https://x-ytong.github.io/project/Five-Billion-Pixels.html)进行下载。 +- GID 数据集包含 150 张 6800x7200 的大尺寸图像,标签为 RGB 标签。 +- 此处选择 15 张图像生成训练集和验证集,该 15 张图像包含了所有六类信息。所选的图像名称如下: + +```None + GF2_PMS1__L1A0000647767-MSS1 + GF2_PMS1__L1A0001064454-MSS1 + GF2_PMS1__L1A0001348919-MSS1 + GF2_PMS1__L1A0001680851-MSS1 + GF2_PMS1__L1A0001680853-MSS1 + GF2_PMS1__L1A0001680857-MSS1 + GF2_PMS1__L1A0001757429-MSS1 + GF2_PMS2__L1A0000607681-MSS2 + GF2_PMS2__L1A0000635115-MSS2 + GF2_PMS2__L1A0000658637-MSS2 + GF2_PMS2__L1A0001206072-MSS2 + GF2_PMS2__L1A0001471436-MSS2 + GF2_PMS2__L1A0001642620-MSS2 + GF2_PMS2__L1A0001787089-MSS2 + GF2_PMS2__L1A0001838560-MSS2 +``` + +执行以下命令进行裁切及标签的转换,需要修改为您所存储 15 张图像及标签的路径。 + +``` +python projects/gid_dataset/tools/dataset_converters/gid.py [15 张图像的路径] [15 张标签的路径] +``` + +完成裁切后的 GID 数据结构如下: + +```none +mmsegmentation +├── mmseg +├── tools +├── configs +├── data +│ ├── gid +│ │ ├── ann_dir +| │ │ │ ├── train +| │ │ │ ├── val +│ │ ├── img_dir +| │ │ │ ├── train +| │ │ │ ├── val + +``` + +### 3.7 贡献的代码及文档通过`pre-commit`检查 + +使用命令 + +```bash +git add . +git commit -m "添加描述" +git push +``` + +### 3.8 在 GitHub 中向 mmsegmentation 提交 PR + +具体步骤可见[《OpenMMLab 贡献代码指南》](https://mmcv.readthedocs.io/zh_CN/latest/community/contributing.html) diff --git a/docs/zh_cn/advanced_guides/models.md b/docs/zh_cn/advanced_guides/models.md index 408a57863c..6eb22517a4 100644 --- a/docs/zh_cn/advanced_guides/models.md +++ b/docs/zh_cn/advanced_guides/models.md @@ -30,17 +30,17 @@ ## 基本接口 -MMSegmentation 封装 `BaseModel` 并实现了 [BaseSegmenter](https://github.com/open-mmlab/mmsegmentation/blob/1.x/mmseg/models/segmentors/base.py#L15) 类,主要提供 `forward`、`train_step`、`val_step` 和 `test_step` 接口。接下来将详细介绍这些接口。 +MMSegmentation 封装 `BaseModel` 并实现了 [BaseSegmentor](https://github.com/open-mmlab/mmsegmentation/blob/1.x/mmseg/models/segmentors/base.py#L15) 类,主要提供 `forward`、`train_step`、`val_step` 和 `test_step` 接口。接下来将详细介绍这些接口。 ### forward
- +
编码器解码器数据流
-
+
级联编码器解码器数据流
@@ -115,7 +115,7 @@ MMSegmentation 封装 `BaseModel` 并实现了 [BaseSegmenter](https://github.co -Dict\[str, `torch.Tensor`\]:用于记录日志的张量的`字典`。
- +
train_step 数据流
@@ -132,7 +132,7 @@ MMSegmentation 封装 `BaseModel` 并实现了 [BaseSegmenter](https://github.co - `list` - 给定数据的预测结果。
- +
test_step/val_step 数据流
diff --git a/docs/zh_cn/get_started.md b/docs/zh_cn/get_started.md index fc26389a4b..b92ab33490 100644 --- a/docs/zh_cn/get_started.md +++ b/docs/zh_cn/get_started.md @@ -4,7 +4,7 @@ 本教程中,我们将会演示如何使用 PyTorch 准备环境。 -MMSegmentation 可以在 Linux, Windows 和 macOS 系统上运行,并且需要安装 Python 3.6+, CUDA 9.2+ 和 PyTorch 1.5+ +MMSegmentation 可以在 Linux, Windows 和 macOS 系统上运行,并且需要安装 Python 3.7+, CUDA 10.2+ 和 PyTorch 1.8+ **注意:** 如果您已经安装了 PyTorch, 可以跳过该部分,直接到[下一小节](##安装)。否则,您可以按照以下步骤操作。 @@ -194,6 +194,16 @@ docker build -t mmsegmentation docker/ docker run --gpus all --shm-size=8g -it -v {DATA_DIR}:/mmsegmentation/data mmsegmentation ``` +### 可选依赖 + +#### 安装 GDAL + +[GDAL](https://gdal.org/) 是一个用于栅格和矢量地理空间数据格式的转换库。安装 GDAL 可以读取复杂格式和极大的遥感图像。 + +```shell +conda install GDAL +``` + ## 问题解答 如果您在安装过程中遇到了其他问题,请第一时间查阅 [FAQ](notes/faq.md) 文件。如果没有找到答案,您也可以在 GitHub 上提出 [issue](https://github.com/open-mmlab/mmsegmentation/issues/new/choose) diff --git a/docs/zh_cn/notes/faq.md b/docs/zh_cn/notes/faq.md index e081acc16f..83bcb22e42 100644 --- a/docs/zh_cn/notes/faq.md +++ b/docs/zh_cn/notes/faq.md @@ -8,8 +8,9 @@ | MMSegmentation version | MMCV version | MMEngine version | MMClassification (optional) version | MMDetection (optional) version | | :--------------------: | :----------------------------: | :---------------: | :---------------------------------: | :----------------------------: | -| dev-1.x branch | mmcv >= 2.0.0rc4 | MMEngine >= 0.7.1 | mmcls==1.0.0rc6 | mmdet >= 3.0.0 | -| main branch | mmcv >= 2.0.0rc4 | MMEngine >= 0.7.1 | mmcls==1.0.0rc6 | mmdet >= 3.0.0 | +| dev-1.x branch | mmcv >= 2.0.0 | MMEngine >= 0.7.4 | mmpretrain>=1.0.0rc7 | mmdet >= 3.0.0 | +| main branch | mmcv >= 2.0.0 | MMEngine >= 0.7.4 | mmpretrain>=1.0.0rc7 | mmdet >= 3.0.0 | +| 1.1.0 | mmcv >= 2.0.0 | MMEngine >= 0.7.4 | mmpretrain>=1.0.0rc7 | mmdet >= 3.0.0 | | 1.0.0 | mmcv >= 2.0.0rc4 | MMEngine >= 0.7.1 | mmcls==1.0.0rc6 | mmdet >= 3.0.0 | | 1.0.0rc6 | mmcv >= 2.0.0rc4 | MMEngine >= 0.5.0 | mmcls>=1.0.0rc0 | mmdet >= 3.0.0rc6 | | 1.0.0rc5 | mmcv >= 2.0.0rc4 | MMEngine >= 0.2.0 | mmcls>=1.0.0rc0 | mmdet>=3.0.0rc6 | diff --git a/docs/zh_cn/user_guides/2_dataset_prepare.md b/docs/zh_cn/user_guides/2_dataset_prepare.md index e5e6c76c47..630b72762e 100644 --- a/docs/zh_cn/user_guides/2_dataset_prepare.md +++ b/docs/zh_cn/user_guides/2_dataset_prepare.md @@ -2,6 +2,7 @@ 我们建议将数据集根目录符号链接到 `$MMSEGMENTATION/data`。 如果您的目录结构不同,您可能需要更改配置文件中相应的路径。 +对于中国境内的用户,我们也推荐通过开源数据平台 [OpenDataLab](https://opendatalab.com/) 来下载dsdl标准数据,以获得更好的下载和使用体验,这里有一个下载dsdl数据集并进行训练的案例[DSDLReadme](../../../configs/dsdl/README.md),欢迎尝试。 ```none mmsegmentation @@ -345,9 +346,10 @@ python tools/dataset_converters/loveda.py /path/to/loveDA ## ISPRS Potsdam -[Potsdam](https://www2.isprs.org/commissions/comm2/wg4/benchmark/2d-sem-label-potsdam/) 城市语义分割数据集用于 2D 语义分割竞赛 —— Potsdam。 +[Potsdam](https://www.isprs.org/education/benchmarks/UrbanSemLab/2d-sem-label-potsdam.aspx) 城市语义分割数据集用于 2D 语义分割竞赛 —— Potsdam。 -数据集可以在竞赛[主页](https://www2.isprs.org/commissions/comm2/wg4/benchmark/data-request-form/)上请求获得。 +数据集可以在竞赛[主页](https://www.isprs.org/education/benchmarks/UrbanSemLab/default.aspx)上请求获得。 +这里也提供了[BaiduNetdisk](https://pan.baidu.com/s/1K-cLVZnd1X7d8c26FQ-nGg?pwd=mseg),提取码:mseg、 [Google Drive](https://drive.google.com/drive/folders/1w3EJuyUGet6_qmLwGAWZ9vw5ogeG0zLz?usp=sharing)以及[OpenDataLab](https://opendatalab.com/ISPRS_Potsdam/download)。 实验中需要下载 '2_Ortho_RGB.zip' 和 '5_Labels_all_noBoundary.zip'。 对于 Potsdam 数据集,请运行以下命令调整数据集目录。 @@ -360,9 +362,10 @@ python tools/dataset_converters/potsdam.py /path/to/potsdam ## ISPRS Vaihingen -[Vaihingen](https://www2.isprs.org/commissions/comm2/wg4/benchmark/2d-sem-label-vaihingen/) 城市语义分割数据集用于 2D 语义分割竞赛 —— Vaihingen。 +[Vaihingen](https://www.isprs.org/education/benchmarks/UrbanSemLab/2d-sem-label-vaihingen.aspx) 城市语义分割数据集用于 2D 语义分割竞赛 —— Vaihingen。 -数据集可以在竞赛[主页](https://www2.isprs.org/commissions/comm2/wg4/benchmark/data-request-form/)上请求获得。 +数据集可以在竞赛[主页](https://www.isprs.org/education/benchmarks/UrbanSemLab/default.aspx)上请求获得。 +这里也提供了[BaiduNetdisk](https://pan.baidu.com/s/109D3WLrLafsuYtLeerLiiA?pwd=mseg),提取码:mseg 、 [Google Drive](https://drive.google.com/drive/folders/1w3NhvLVA2myVZqOn2pbiDXngNC7NTP_t?usp=sharing)。 实验中需要下载 'ISPRS_semantic_labeling_Vaihingen.zip' 和 'ISPRS_semantic_labeling_Vaihingen_ground_truth_eroded_COMPLETE.zip'。 对于 Vaihingen 数据集,请运行以下命令调整数据集目录。 @@ -616,3 +619,33 @@ python tools/convert_datasets/refuge.py --raw_data_root=/path/to/refuge/REFUGE2/ - 您可以在配置中使用 `MapillaryDataset_v1` 和 `Mapillary Dataset_v2` 设置数据集版本。 在此处 [V1.2](https://github.com/open-mmlab/mmsegmentation/blob/main/configs/_base_/datasets/mapillary_v1.py) 和 [V2.0](https://github.com/open-mmlab/mmsegmentation/blob/main/configs/_base_/datasets/mapillary_v2.py) 查看 Mapillary Vistas 数据集配置文件 + +## LEVIR-CD + +[LEVIR-CD](https://justchenhao.github.io/LEVIR/) 大规模遥感建筑变化检测数据集。 + +数据集可以在[主页](https://justchenhao.github.io/LEVIR/)上请求获得。 + +数据集的补充版本可以在[主页](https://github.com/S2Looking/Dataset)上请求获得。 + +请下载数据集的补充版本,然后解压 `LEVIR-CD+.zip`,数据集的内容包括: + +```none +│ ├── LEVIR-CD+ +│ │ ├── train +│ │ │ ├── A +│ │ │ ├── B +│ │ │ ├── label +│ │ ├── test +│ │ │ ├── A +│ │ │ ├── B +│ │ │ ├── label +``` + +对于 LEVIR-CD 数据集,请运行以下命令无重叠裁剪影像: + +```shell +python tools/dataset_converters/levircd.py --dataset-path /path/to/LEVIR-CD+ --out_dir /path/to/LEVIR-CD +``` + +裁剪后的影像大小为256x256,与原论文保持一致。 diff --git a/docs/zh_cn/user_guides/5_deployment.md b/docs/zh_cn/user_guides/5_deployment.md new file mode 100644 index 0000000000..6a2fc69aec --- /dev/null +++ b/docs/zh_cn/user_guides/5_deployment.md @@ -0,0 +1,242 @@ +# 教程5:模型部署 + +# MMSegmentation 模型部署 + +- [教程5:模型部署](#教程5模型部署) +- [MMSegmentation 模型部署](#mmsegmentation-模型部署) + - [安装](#安装) + - [安装 mmseg](#安装-mmseg) + - [安装 mmdeploy](#安装-mmdeploy) + - [模型转换](#模型转换) + - [模型规范](#模型规范) + - [模型推理](#模型推理) + - [后端模型推理](#后端模型推理) + - [SDK 模型推理](#sdk-模型推理) + - [模型支持列表](#模型支持列表) + - [注意事项](#注意事项) + +______________________________________________________________________ + +[MMSegmentation](https://github.com/open-mmlab/mmsegmentation/tree/main) 又称`mmseg`,是一个基于 PyTorch 的开源对象分割工具箱。它是 [OpenMMLab](https://openmmlab.com/) 项目的一部分。 + +## 安装 + +### 安装 mmseg + +请参考[官网安装指南](https://mmsegmentation.readthedocs.io/en/latest/get_started.html)。 + +### 安装 mmdeploy + +mmdeploy 有以下几种安装方式: + +**方式一:** 安装预编译包 + +请参考[安装概述](https://mmdeploy.readthedocs.io/zh_CN/latest/get_started.html#mmdeploy) + +**方式二:** 一键式脚本安装 + +如果部署平台是 **Ubuntu 18.04 及以上版本**, 请参考[脚本安装说明](../01-how-to-build/build_from_script.md),完成安装过程。 +比如,以下命令可以安装 mmdeploy 以及配套的推理引擎——`ONNX Runtime`. + +```shell +git clone --recursive -b main https://github.com/open-mmlab/mmdeploy.git +cd mmdeploy +python3 tools/scripts/build_ubuntu_x64_ort.py $(nproc) +export PYTHONPATH=$(pwd)/build/lib:$PYTHONPATH +export LD_LIBRARY_PATH=$(pwd)/../mmdeploy-dep/onnxruntime-linux-x64-1.8.1/lib/:$LD_LIBRARY_PATH +``` + +**说明**: + +- 把 `$(pwd)/build/lib` 添加到 `PYTHONPATH`,目的是为了加载 mmdeploy SDK python 包 `mmdeploy_runtime`,在章节 [SDK模型推理](#sdk模型推理)中讲述其用法。 +- 在[使用 ONNX Runtime推理后端模型](#后端模型推理)时,需要加载自定义算子库,需要把 ONNX Runtime 库的路径加入环境变量 `LD_LIBRARY_PATH`中。 + **方式三:** 源码安装 + +在方式一、二都满足不了的情况下,请参考[源码安装说明](../01-how-to-build/build_from_source.md) 安装 mmdeploy 以及所需推理引擎。 + +## 模型转换 + +你可以使用 [tools/deploy.py](https://github.com/open-mmlab/mmdeploy/tree/main/tools/deploy.py) 把 mmseg 模型一键式转换为推理后端模型。 +该工具的详细使用说明请参考[这里](https://github.com/open-mmlab/mmdeploy/tree/main/docs/en/02-how-to-run/convert_model.md#usage). + +以下,我们将演示如何把 `unet` 转换为 onnx 模型。 + +```shell +cd mmdeploy + +# download unet model from mmseg model zoo +mim download mmsegmentation --config unet-s5-d16_fcn_4xb4-160k_cityscapes-512x1024 --dest . + +# convert mmseg model to onnxruntime model with dynamic shape +python tools/deploy.py \ + configs/mmseg/segmentation_onnxruntime_dynamic.py \ + unet-s5-d16_fcn_4xb4-160k_cityscapes-512x1024.py \ + fcn_unet_s5-d16_4x4_512x1024_160k_cityscapes_20211210_145204-6860854e.pth \ + demo/resources/cityscapes.png \ + --work-dir mmdeploy_models/mmseg/ort \ + --device cpu \ + --show \ + --dump-info +``` + +转换的关键之一是使用正确的配置文件。项目中已内置了各后端部署[配置文件](https://github.com/open-mmlab/mmdeploy/tree/main/configs/mmseg)。 +文件的命名模式是: + +``` +segmentation_{backend}-{precision}_{static | dynamic}_{shape}.py +``` + +其中: + +- **{backend}:** 推理后端名称。比如,onnxruntime、tensorrt、pplnn、ncnn、openvino、coreml 等等 +- **{precision}:** 推理精度。比如,fp16、int8。不填表示 fp32 +- **{static | dynamic}:** 动态、静态 shape +- **{shape}:** 模型输入的 shape 或者 shape 范围 + +在上例中,你也可以把 `unet` 转为其他后端模型。比如使用`segmentation_tensorrt-fp16_dynamic-512x1024-2048x2048.py`,把模型转为 tensorrt-fp16 模型。 + +```{tip} +当转 tensorrt 模型时, --device 需要被设置为 "cuda" +``` + +## 模型规范 + +在使用转换后的模型进行推理之前,有必要了解转换结果的结构。 它存放在 `--work-dir` 指定的路路径下。 + +上例中的`mmdeploy_models/mmseg/ort`,结构如下: + +``` +mmdeploy_models/mmseg/ort +├── deploy.json +├── detail.json +├── end2end.onnx +└── pipeline.json +``` + +重要的是: + +- **end2end.onnx**: 推理引擎文件。可用 ONNX Runtime 推理 +- \***.json**: mmdeploy SDK 推理所需的 meta 信息 + +整个文件夹被定义为**mmdeploy SDK model**。换言之,**mmdeploy SDK model**既包括推理引擎,也包括推理 meta 信息。 + +## 模型推理 + +### 后端模型推理 + +以上述模型转换后的 `end2end.onnx` 为例,你可以使用如下代码进行推理: + +```python +from mmdeploy.apis.utils import build_task_processor +from mmdeploy.utils import get_input_shape, load_config +import torch + +deploy_cfg = 'configs/mmseg/segmentation_onnxruntime_dynamic.py' +model_cfg = './unet-s5-d16_fcn_4xb4-160k_cityscapes-512x1024.py' +device = 'cpu' +backend_model = ['./mmdeploy_models/mmseg/ort/end2end.onnx'] +image = './demo/resources/cityscapes.png' + +# read deploy_cfg and model_cfg +deploy_cfg, model_cfg = load_config(deploy_cfg, model_cfg) + +# build task and backend model +task_processor = build_task_processor(model_cfg, deploy_cfg, device) +model = task_processor.build_backend_model(backend_model) + +# process input image +input_shape = get_input_shape(deploy_cfg) +model_inputs, _ = task_processor.create_input(image, input_shape) + +# do model inference +with torch.no_grad(): + result = model.test_step(model_inputs) + +# visualize results +task_processor.visualize( + image=image, + model=model, + result=result[0], + window_name='visualize', + output_file='./output_segmentation.png') +``` + +### SDK 模型推理 + +你也可以参考如下代码,对 SDK model 进行推理: + +```python +from mmdeploy_runtime import Segmentor +import cv2 +import numpy as np + +img = cv2.imread('./demo/resources/cityscapes.png') + +# create a classifier +segmentor = Segmentor(model_path='./mmdeploy_models/mmseg/ort', device_name='cpu', device_id=0) +# perform inference +seg = segmentor(img) + +# visualize inference result +## random a palette with size 256x3 +palette = np.random.randint(0, 256, size=(256, 3)) +color_seg = np.zeros((seg.shape[0], seg.shape[1], 3), dtype=np.uint8) +for label, color in enumerate(palette): + color_seg[seg == label, :] = color +# convert to BGR +color_seg = color_seg[..., ::-1] +img = img * 0.5 + color_seg * 0.5 +img = img.astype(np.uint8) +cv2.imwrite('output_segmentation.png', img) +``` + +除了python API,mmdeploy SDK 还提供了诸如 C、C++、C#、Java等多语言接口。 +你可以参考[样例](https://github.com/open-mmlab/mmdeploy/tree/main/demo)学习其他语言接口的使用方法。 + +## 模型支持列表 + +| Model | TorchScript | OnnxRuntime | TensorRT | ncnn | PPLNN | OpenVino | +| :-------------------------------------------------------------------------------------------------------- | :---------: | :---------: | :------: | :--: | :---: | :------: | +| [FCN](https://github.com/open-mmlab/mmsegmentation/tree/main/configs/fcn) | Y | Y | Y | Y | Y | Y | +| [PSPNet](https://github.com/open-mmlab/mmsegmentation/tree/main/configs/pspnet)[\*](#static_shape) | Y | Y | Y | Y | Y | Y | +| [DeepLabV3](https://github.com/open-mmlab/mmsegmentation/tree/main/configs/deeplabv3) | Y | Y | Y | Y | Y | Y | +| [DeepLabV3+](https://github.com/open-mmlab/mmsegmentation/tree/main/configs/deeplabv3plus) | Y | Y | Y | Y | Y | Y | +| [Fast-SCNN](https://github.com/open-mmlab/mmsegmentation/tree/main/configs/fastscnn)[\*](#static_shape) | Y | Y | Y | N | Y | Y | +| [UNet](https://github.com/open-mmlab/mmsegmentation/tree/main/configs/unet) | Y | Y | Y | Y | Y | Y | +| [ANN](https://github.com/open-mmlab/mmsegmentation/tree/main/configs/ann)[\*](#static_shape) | Y | Y | Y | N | N | N | +| [APCNet](https://github.com/open-mmlab/mmsegmentation/tree/main/configs/apcnet) | Y | Y | Y | Y | N | N | +| [BiSeNetV1](https://github.com/open-mmlab/mmsegmentation/tree/main/configs/bisenetv1) | Y | Y | Y | Y | N | Y | +| [BiSeNetV2](https://github.com/open-mmlab/mmsegmentation/tree/main/configs/bisenetv2) | Y | Y | Y | Y | N | Y | +| [CGNet](https://github.com/open-mmlab/mmsegmentation/tree/main/configs/cgnet) | Y | Y | Y | Y | N | Y | +| [DMNet](https://github.com/open-mmlab/mmsegmentation/tree/main/configs/dmnet) | ? | Y | N | N | N | N | +| [DNLNet](https://github.com/open-mmlab/mmsegmentation/tree/main/configs/dnlnet) | ? | Y | Y | Y | N | Y | +| [EMANet](https://github.com/open-mmlab/mmsegmentation/tree/main/configs/emanet) | Y | Y | Y | N | N | Y | +| [EncNet](https://github.com/open-mmlab/mmsegmentation/tree/main/configs/encnet) | Y | Y | Y | N | N | Y | +| [ERFNet](https://github.com/open-mmlab/mmsegmentation/tree/main/configs/erfnet) | Y | Y | Y | Y | N | Y | +| [FastFCN](https://github.com/open-mmlab/mmsegmentation/tree/main/configs/fastfcn) | Y | Y | Y | Y | N | Y | +| [GCNet](https://github.com/open-mmlab/mmsegmentation/tree/main/configs/gcnet) | Y | Y | Y | N | N | N | +| [ICNet](https://github.com/open-mmlab/mmsegmentation/tree/main/configs/icnet)[\*](#static_shape) | Y | Y | Y | N | N | Y | +| [ISANet](https://github.com/open-mmlab/mmsegmentation/tree/main/configs/isanet)[\*](#static_shape) | N | Y | Y | N | N | Y | +| [NonLocal Net](https://github.com/open-mmlab/mmsegmentation/tree/main/configs/nonlocal_net) | ? | Y | Y | Y | N | Y | +| [OCRNet](https://github.com/open-mmlab/mmsegmentation/tree/main/configs/ocrnet) | Y | Y | Y | Y | N | Y | +| [PointRend](https://github.com/open-mmlab/mmsegmentation/tree/main/configs/point_rend)[\*](#static_shape) | Y | Y | Y | N | N | N | +| [Semantic FPN](https://github.com/open-mmlab/mmsegmentation/tree/main/configs/sem_fpn) | Y | Y | Y | Y | N | Y | +| [STDC](https://github.com/open-mmlab/mmsegmentation/tree/main/configs/stdc) | Y | Y | Y | Y | N | Y | +| [UPerNet](https://github.com/open-mmlab/mmsegmentation/tree/main/configs/upernet)[\*](#static_shape) | N | Y | Y | N | N | N | +| [DANet](https://github.com/open-mmlab/mmsegmentation/tree/main/configs/danet) | ? | Y | Y | N | N | Y | +| [Segmenter](https://github.com/open-mmlab/mmsegmentation/tree/main/configs/segmenter)[\*](#static_shape) | N | Y | Y | Y | N | Y | +| [SegFormer](https://github.com/open-mmlab/mmsegmentation/tree/main/configs/segformer)[\*](#static_shape) | ? | Y | Y | N | N | Y | +| [SETR](https://github.com/open-mmlab/mmsegmentation/tree/main/configs/setr) | ? | Y | N | N | N | Y | +| [CCNet](https://github.com/open-mmlab/mmsegmentation/tree/main/configs/ccnet) | ? | N | N | N | N | N | +| [PSANet](https://github.com/open-mmlab/mmsegmentation/tree/main/configs/psanet) | ? | N | N | N | N | N | +| [DPT](https://github.com/open-mmlab/mmsegmentation/tree/main/configs/dpt) | ? | N | N | N | N | N | + +## 注意事项 + +- 所有 mmseg 模型仅支持 "whole" 推理模式。 + +- PSPNet,Fast-SCNN 仅支持静态输入,因为多数推理框架的 [nn.AdaptiveAvgPool2d](https://github.com/open-mmlab/mmsegmentation/blob/0c87f7a0c9099844eff8e90fa3db5b0d0ca02fee/mmseg/models/decode_heads/psp_head.py#L38) 不支持动态输入。 + +- 对于仅支持静态形状的模型,应使用静态形状的部署配置文件,例如 `configs/mmseg/segmentation_tensorrt_static-1024x2048.py` + +- 对于喜欢部署模型生成概率特征图的用户,将 `codebase_config = dict(with_argmax=False)` 放在部署配置中就足够了。 diff --git a/docs/zh_cn/user_guides/deployment.md b/docs/zh_cn/user_guides/deployment.md deleted file mode 100644 index f98110c8b5..0000000000 --- a/docs/zh_cn/user_guides/deployment.md +++ /dev/null @@ -1 +0,0 @@ -# 模型部署 diff --git a/mmseg/apis/inference.py b/mmseg/apis/inference.py index 4aadffc798..81cd17d798 100644 --- a/mmseg/apis/inference.py +++ b/mmseg/apis/inference.py @@ -187,7 +187,7 @@ def show_result_pyplot(model: BaseSegmentor, if hasattr(model, 'module'): model = model.module if isinstance(img, str): - image = mmcv.imread(img) + image = mmcv.imread(img, channel_order='rgb') else: image = img if save_dir is not None: diff --git a/mmseg/datasets/__init__.py b/mmseg/datasets/__init__.py index a90d53c88e..587385bf26 100644 --- a/mmseg/datasets/__init__.py +++ b/mmseg/datasets/__init__.py @@ -1,7 +1,7 @@ # Copyright (c) OpenMMLab. All rights reserved. # yapf: disable from .ade import ADE20KDataset -from .basesegdataset import BaseSegDataset +from .basesegdataset import BaseCDDataset, BaseSegDataset from .chase_db1 import ChaseDB1Dataset from .cityscapes import CityscapesDataset from .coco_stuff import COCOStuffDataset @@ -9,9 +9,11 @@ from .dataset_wrappers import MultiImageMixDataset from .decathlon import DecathlonDataset from .drive import DRIVEDataset +from .dsdl import DSDLSegDataset from .hrf import HRFDataset from .isaid import iSAIDDataset from .isprs import ISPRSDataset +from .levir import LEVIRCDDataset from .lip import LIPDataset from .loveda import LoveDADataset from .mapillary import MapillaryDataset_v1, MapillaryDataset_v2 @@ -22,16 +24,18 @@ from .stare import STAREDataset from .synapse import SynapseDataset # yapf: disable -from .transforms import (CLAHE, AdjustGamma, BioMedical3DPad, +from .transforms import (CLAHE, AdjustGamma, Albu, BioMedical3DPad, BioMedical3DRandomCrop, BioMedical3DRandomFlip, BioMedicalGaussianBlur, BioMedicalGaussianNoise, - BioMedicalRandomGamma, GenerateEdge, LoadAnnotations, - LoadBiomedicalAnnotation, LoadBiomedicalData, - LoadBiomedicalImageFromFile, LoadImageFromNDArray, - PackSegInputs, PhotoMetricDistortion, RandomCrop, - RandomCutOut, RandomMosaic, RandomRotate, - RandomRotFlip, Rerange, ResizeShortestEdge, - ResizeToMultiple, RGB2Gray, SegRescale) + BioMedicalRandomGamma, ConcatCDInput, GenerateEdge, + LoadAnnotations, LoadBiomedicalAnnotation, + LoadBiomedicalData, LoadBiomedicalImageFromFile, + LoadImageFromNDArray, LoadMultipleRSImageFromFile, + LoadSingleRSImageFromFile, PackSegInputs, + PhotoMetricDistortion, RandomCrop, RandomCutOut, + RandomMosaic, RandomRotate, RandomRotFlip, Rerange, + ResizeShortestEdge, ResizeToMultiple, RGB2Gray, + SegRescale) from .voc import PascalVOCDataset # yapf: enable @@ -51,5 +55,7 @@ 'BioMedicalGaussianNoise', 'BioMedicalGaussianBlur', 'BioMedicalRandomGamma', 'BioMedical3DPad', 'RandomRotFlip', 'SynapseDataset', 'REFUGEDataset', 'MapillaryDataset_v1', - 'MapillaryDataset_v2' + 'MapillaryDataset_v2', 'Albu', 'LEVIRCDDataset', + 'LoadMultipleRSImageFromFile', 'LoadSingleRSImageFromFile', + 'ConcatCDInput', 'BaseCDDataset', 'DSDLSegDataset' ] diff --git a/mmseg/datasets/basesegdataset.py b/mmseg/datasets/basesegdataset.py index ddf476bae9..9c4668c1f5 100644 --- a/mmseg/datasets/basesegdataset.py +++ b/mmseg/datasets/basesegdataset.py @@ -235,7 +235,9 @@ def load_data_list(self) -> List[dict]: data_list = [] img_dir = self.data_prefix.get('img_path', None) ann_dir = self.data_prefix.get('seg_map_path', None) - if osp.isfile(self.ann_file): + if not osp.isdir(self.ann_file) and self.ann_file: + assert osp.isfile(self.ann_file), \ + f'Failed to load `ann_file` {self.ann_file}' lines = mmengine.list_from_file( self.ann_file, backend_args=self.backend_args) for line in lines: @@ -250,6 +252,7 @@ def load_data_list(self) -> List[dict]: data_info['seg_fields'] = [] data_list.append(data_info) else: + _suffix_len = len(self.img_suffix) for img in fileio.list_dir_or_file( dir_path=img_dir, list_dir=False, @@ -258,7 +261,288 @@ def load_data_list(self) -> List[dict]: backend_args=self.backend_args): data_info = dict(img_path=osp.join(img_dir, img)) if ann_dir is not None: - seg_map = img.replace(self.img_suffix, self.seg_map_suffix) + seg_map = img[:-_suffix_len] + self.seg_map_suffix + data_info['seg_map_path'] = osp.join(ann_dir, seg_map) + data_info['label_map'] = self.label_map + data_info['reduce_zero_label'] = self.reduce_zero_label + data_info['seg_fields'] = [] + data_list.append(data_info) + data_list = sorted(data_list, key=lambda x: x['img_path']) + return data_list + + +@DATASETS.register_module() +class BaseCDDataset(BaseDataset): + """Custom dataset for change detection. An example of file structure is as + followed. + + .. code-block:: none + + ├── data + │ ├── my_dataset + │ │ ├── img_dir + │ │ │ ├── train + │ │ │ │ ├── xxx{img_suffix} + │ │ │ │ ├── yyy{img_suffix} + │ │ │ │ ├── zzz{img_suffix} + │ │ │ ├── val + │ │ ├── img_dir2 + │ │ │ ├── train + │ │ │ │ ├── xxx{img_suffix} + │ │ │ │ ├── yyy{img_suffix} + │ │ │ │ ├── zzz{img_suffix} + │ │ │ ├── val + │ │ ├── ann_dir + │ │ │ ├── train + │ │ │ │ ├── xxx{seg_map_suffix} + │ │ │ │ ├── yyy{seg_map_suffix} + │ │ │ │ ├── zzz{seg_map_suffix} + │ │ │ ├── val + + The image names in img_dir and img_dir2 should be consistent. + The img/gt_semantic_seg pair of BaseSegDataset should be of the same + except suffix. A valid img/gt_semantic_seg filename pair should be like + ``xxx{img_suffix}`` and ``xxx{seg_map_suffix}`` (extension is also included + in the suffix). If split is given, then ``xxx`` is specified in txt file. + Otherwise, all files in ``img_dir/``and ``ann_dir`` will be loaded. + Please refer to ``docs/en/tutorials/new_dataset.md`` for more details. + + + Args: + ann_file (str): Annotation file path. Defaults to ''. + metainfo (dict, optional): Meta information for dataset, such as + specify classes to load. Defaults to None. + data_root (str, optional): The root directory for ``data_prefix`` and + ``ann_file``. Defaults to None. + data_prefix (dict, optional): Prefix for training data. Defaults to + dict(img_path=None, img_path2=None, seg_map_path=None). + img_suffix (str): Suffix of images. Default: '.jpg' + img_suffix2 (str): Suffix of images. Default: '.jpg' + seg_map_suffix (str): Suffix of segmentation maps. Default: '.png' + filter_cfg (dict, optional): Config for filter data. Defaults to None. + indices (int or Sequence[int], optional): Support using first few + data in annotation file to facilitate training/testing on a smaller + dataset. Defaults to None which means using all ``data_infos``. + serialize_data (bool, optional): Whether to hold memory using + serialized objects, when enabled, data loader workers can use + shared RAM from master process instead of making a copy. Defaults + to True. + pipeline (list, optional): Processing pipeline. Defaults to []. + test_mode (bool, optional): ``test_mode=True`` means in test phase. + Defaults to False. + lazy_init (bool, optional): Whether to load annotation during + instantiation. In some cases, such as visualization, only the meta + information of the dataset is needed, which is not necessary to + load annotation file. ``Basedataset`` can skip load annotations to + save time by set ``lazy_init=True``. Defaults to False. + max_refetch (int, optional): If ``Basedataset.prepare_data`` get a + None img. The maximum extra number of cycles to get a valid + image. Defaults to 1000. + ignore_index (int): The label index to be ignored. Default: 255 + reduce_zero_label (bool): Whether to mark label zero as ignored. + Default to False. + backend_args (dict, Optional): Arguments to instantiate a file backend. + See https://mmengine.readthedocs.io/en/latest/api/fileio.htm + for details. Defaults to None. + Notes: mmcv>=2.0.0rc4, mmengine>=0.2.0 required. + """ + METAINFO: dict = dict() + + def __init__(self, + ann_file: str = '', + img_suffix='.jpg', + img_suffix2='.jpg', + seg_map_suffix='.png', + metainfo: Optional[dict] = None, + data_root: Optional[str] = None, + data_prefix: dict = dict( + img_path='', img_path2='', seg_map_path=''), + filter_cfg: Optional[dict] = None, + indices: Optional[Union[int, Sequence[int]]] = None, + serialize_data: bool = True, + pipeline: List[Union[dict, Callable]] = [], + test_mode: bool = False, + lazy_init: bool = False, + max_refetch: int = 1000, + ignore_index: int = 255, + reduce_zero_label: bool = False, + backend_args: Optional[dict] = None) -> None: + + self.img_suffix = img_suffix + self.img_suffix2 = img_suffix2 + self.seg_map_suffix = seg_map_suffix + self.ignore_index = ignore_index + self.reduce_zero_label = reduce_zero_label + self.backend_args = backend_args.copy() if backend_args else None + + self.data_root = data_root + self.data_prefix = copy.copy(data_prefix) + self.ann_file = ann_file + self.filter_cfg = copy.deepcopy(filter_cfg) + self._indices = indices + self.serialize_data = serialize_data + self.test_mode = test_mode + self.max_refetch = max_refetch + self.data_list: List[dict] = [] + self.data_bytes: np.ndarray + + # Set meta information. + self._metainfo = self._load_metainfo(copy.deepcopy(metainfo)) + + # Get label map for custom classes + new_classes = self._metainfo.get('classes', None) + self.label_map = self.get_label_map(new_classes) + self._metainfo.update( + dict( + label_map=self.label_map, + reduce_zero_label=self.reduce_zero_label)) + + # Update palette based on label map or generate palette + # if it is not defined + updated_palette = self._update_palette() + self._metainfo.update(dict(palette=updated_palette)) + + # Join paths. + if self.data_root is not None: + self._join_prefix() + + # Build pipeline. + self.pipeline = Compose(pipeline) + # Full initialize the dataset. + if not lazy_init: + self.full_init() + + if test_mode: + assert self._metainfo.get('classes') is not None, \ + 'dataset metainfo `classes` should be specified when testing' + + @classmethod + def get_label_map(cls, + new_classes: Optional[Sequence] = None + ) -> Union[Dict, None]: + """Require label mapping. + + The ``label_map`` is a dictionary, its keys are the old label ids and + its values are the new label ids, and is used for changing pixel + labels in load_annotations. If and only if old classes in cls.METAINFO + is not equal to new classes in self._metainfo and nether of them is not + None, `label_map` is not None. + + Args: + new_classes (list, tuple, optional): The new classes name from + metainfo. Default to None. + + + Returns: + dict, optional: The mapping from old classes in cls.METAINFO to + new classes in self._metainfo + """ + old_classes = cls.METAINFO.get('classes', None) + if (new_classes is not None and old_classes is not None + and list(new_classes) != list(old_classes)): + + label_map = {} + if not set(new_classes).issubset(cls.METAINFO['classes']): + raise ValueError( + f'new classes {new_classes} is not a ' + f'subset of classes {old_classes} in METAINFO.') + for i, c in enumerate(old_classes): + if c not in new_classes: + label_map[i] = 255 + else: + label_map[i] = new_classes.index(c) + return label_map + else: + return None + + def _update_palette(self) -> list: + """Update palette after loading metainfo. + + If length of palette is equal to classes, just return the palette. + If palette is not defined, it will randomly generate a palette. + If classes is updated by customer, it will return the subset of + palette. + + Returns: + Sequence: Palette for current dataset. + """ + palette = self._metainfo.get('palette', []) + classes = self._metainfo.get('classes', []) + # palette does match classes + if len(palette) == len(classes): + return palette + + if len(palette) == 0: + # Get random state before set seed, and restore + # random state later. + # It will prevent loss of randomness, as the palette + # may be different in each iteration if not specified. + # See: https://github.com/open-mmlab/mmdetection/issues/5844 + state = np.random.get_state() + np.random.seed(42) + # random palette + new_palette = np.random.randint( + 0, 255, size=(len(classes), 3)).tolist() + np.random.set_state(state) + elif len(palette) >= len(classes) and self.label_map is not None: + new_palette = [] + # return subset of palette + for old_id, new_id in sorted( + self.label_map.items(), key=lambda x: x[1]): + if new_id != 255: + new_palette.append(palette[old_id]) + new_palette = type(palette)(new_palette) + else: + raise ValueError('palette does not match classes ' + f'as metainfo is {self._metainfo}.') + return new_palette + + def load_data_list(self) -> List[dict]: + """Load annotation from directory or annotation file. + + Returns: + list[dict]: All data info of dataset. + """ + data_list = [] + img_dir = self.data_prefix.get('img_path', None) + img_dir2 = self.data_prefix.get('img_path2', None) + ann_dir = self.data_prefix.get('seg_map_path', None) + if osp.isfile(self.ann_file): + lines = mmengine.list_from_file( + self.ann_file, backend_args=self.backend_args) + for line in lines: + img_name = line.strip() + if '.' in osp.basename(img_name): + img_name, img_ext = osp.splitext(img_name) + self.img_suffix = img_ext + self.img_suffix2 = img_ext + data_info = dict( + img_path=osp.join(img_dir, img_name + self.img_suffix), + img_path2=osp.join(img_dir2, img_name + self.img_suffix2)) + + if ann_dir is not None: + seg_map = img_name + self.seg_map_suffix + data_info['seg_map_path'] = osp.join(ann_dir, seg_map) + data_info['label_map'] = self.label_map + data_info['reduce_zero_label'] = self.reduce_zero_label + data_info['seg_fields'] = [] + data_list.append(data_info) + else: + for img in fileio.list_dir_or_file( + dir_path=img_dir, + list_dir=False, + suffix=self.img_suffix, + recursive=True, + backend_args=self.backend_args): + if '.' in osp.basename(img): + img, img_ext = osp.splitext(img) + self.img_suffix = img_ext + self.img_suffix2 = img_ext + data_info = dict( + img_path=osp.join(img_dir, img + self.img_suffix), + img_path2=osp.join(img_dir2, img + self.img_suffix2)) + if ann_dir is not None: + seg_map = img + self.seg_map_suffix data_info['seg_map_path'] = osp.join(ann_dir, seg_map) data_info['label_map'] = self.label_map data_info['reduce_zero_label'] = self.reduce_zero_label diff --git a/mmseg/datasets/chase_db1.py b/mmseg/datasets/chase_db1.py index 5cc1fc5677..626ddf75e9 100644 --- a/mmseg/datasets/chase_db1.py +++ b/mmseg/datasets/chase_db1.py @@ -1,4 +1,5 @@ # Copyright (c) OpenMMLab. All rights reserved. +import mmengine.fileio as fileio from mmseg.registry import DATASETS from .basesegdataset import BaseSegDataset @@ -27,4 +28,5 @@ def __init__(self, seg_map_suffix=seg_map_suffix, reduce_zero_label=reduce_zero_label, **kwargs) - assert self.file_client.exists(self.data_prefix['img_path']) + assert fileio.exists( + self.data_prefix['img_path'], backend_args=self.backend_args) diff --git a/mmseg/datasets/drive.py b/mmseg/datasets/drive.py index c42e18e711..76c0160a6b 100644 --- a/mmseg/datasets/drive.py +++ b/mmseg/datasets/drive.py @@ -1,4 +1,5 @@ # Copyright (c) OpenMMLab. All rights reserved. +import mmengine.fileio as fileio from mmseg.registry import DATASETS from .basesegdataset import BaseSegDataset @@ -27,4 +28,5 @@ def __init__(self, seg_map_suffix=seg_map_suffix, reduce_zero_label=reduce_zero_label, **kwargs) - assert self.file_client.exists(self.data_prefix['img_path']) + assert fileio.exists( + self.data_prefix['img_path'], backend_args=self.backend_args) diff --git a/mmseg/datasets/dsdl.py b/mmseg/datasets/dsdl.py new file mode 100644 index 0000000000..bf7e4e61b5 --- /dev/null +++ b/mmseg/datasets/dsdl.py @@ -0,0 +1,116 @@ +# Copyright (c) OpenMMLab. All rights reserved. +import os +from typing import Dict, List, Optional, Sequence, Union + +from mmseg.registry import DATASETS +from .basesegdataset import BaseSegDataset + +try: + from dsdl.dataset import DSDLDataset +except ImportError: + DSDLDataset = None + + +@DATASETS.register_module() +class DSDLSegDataset(BaseSegDataset): + """Dataset for dsdl segmentation. + + Args: + specific_key_path(dict): Path of specific key which can not + be loaded by it's field name. + pre_transform(dict): pre-transform functions before loading. + used_labels(sequence): list of actual used classes in train steps, + this must be subset of class domain. + """ + + METAINFO = {} + + def __init__(self, + specific_key_path: Dict = {}, + pre_transform: Dict = {}, + used_labels: Optional[Sequence] = None, + **kwargs) -> None: + + if DSDLDataset is None: + raise RuntimeError( + 'Package dsdl is not installed. Please run "pip install dsdl".' + ) + self.used_labels = used_labels + + loc_config = dict(type='LocalFileReader', working_dir='') + if kwargs.get('data_root'): + kwargs['ann_file'] = os.path.join(kwargs['data_root'], + kwargs['ann_file']) + required_fields = ['Image', 'LabelMap'] + + self.dsdldataset = DSDLDataset( + dsdl_yaml=kwargs['ann_file'], + location_config=loc_config, + required_fields=required_fields, + specific_key_path=specific_key_path, + transform=pre_transform, + ) + BaseSegDataset.__init__(self, **kwargs) + + def load_data_list(self) -> List[Dict]: + """Load data info from a dsdl yaml file named as ``self.ann_file`` + + Returns: + List[dict]: A list of data list. + """ + + if self.used_labels: + self._metainfo['classes'] = tuple(self.used_labels) + self.label_map = self.get_label_map(self.used_labels) + else: + self._metainfo['classes'] = tuple(['background'] + + self.dsdldataset.class_names) + data_list = [] + + for i, data in enumerate(self.dsdldataset): + datainfo = dict( + img_path=os.path.join(self.data_prefix['img_path'], + data['Image'][0].location), + seg_map_path=os.path.join(self.data_prefix['seg_map_path'], + data['LabelMap'][0].location), + label_map=self.label_map, + reduce_zero_label=self.reduce_zero_label, + seg_fields=[], + ) + data_list.append(datainfo) + + return data_list + + def get_label_map(self, + new_classes: Optional[Sequence] = None + ) -> Union[Dict, None]: + """Require label mapping. + + The ``label_map`` is a dictionary, its keys are the old label ids and + its values are the new label ids, and is used for changing pixel + labels in load_annotations. If and only if old classes in class_dom + is not equal to new classes in args and nether of them is not + None, `label_map` is not None. + Args: + new_classes (list, tuple, optional): The new classes name from + metainfo. Default to None. + Returns: + dict, optional: The mapping from old classes to new classes. + """ + old_classes = ['background'] + self.dsdldataset.class_names + if (new_classes is not None and old_classes is not None + and list(new_classes) != list(old_classes)): + + label_map = {} + if not set(new_classes).issubset(old_classes): + raise ValueError( + f'new classes {new_classes} is not a ' + f'subset of classes {old_classes} in class_dom.') + for i, c in enumerate(old_classes): + if c not in new_classes: + label_map[i] = 255 + else: + label_map[i] = new_classes.index(c) + return label_map + else: + return None diff --git a/mmseg/datasets/hrf.py b/mmseg/datasets/hrf.py index 0df6ccc49c..fd669cce26 100644 --- a/mmseg/datasets/hrf.py +++ b/mmseg/datasets/hrf.py @@ -1,4 +1,5 @@ # Copyright (c) OpenMMLab. All rights reserved. +import mmengine.fileio as fileio from mmseg.registry import DATASETS from .basesegdataset import BaseSegDataset @@ -27,4 +28,5 @@ def __init__(self, seg_map_suffix=seg_map_suffix, reduce_zero_label=reduce_zero_label, **kwargs) - assert self.file_client.exists(self.data_prefix['img_path']) + assert fileio.exists( + self.data_prefix['img_path'], backend_args=self.backend_args) diff --git a/mmseg/datasets/levir.py b/mmseg/datasets/levir.py new file mode 100644 index 0000000000..f467481bad --- /dev/null +++ b/mmseg/datasets/levir.py @@ -0,0 +1,31 @@ +# Copyright (c) OpenMMLab. All rights reserved. + +from mmseg.registry import DATASETS +from .basesegdataset import BaseCDDataset + + +@DATASETS.register_module() +class LEVIRCDDataset(BaseCDDataset): + """ISPRS dataset. + + In segmentation map annotation for ISPRS, 0 is to ignore index. + ``reduce_zero_label`` should be set to True. The ``img_suffix`` and + ``seg_map_suffix`` are both fixed to '.png'. + """ + + METAINFO = dict( + classes=('background', 'changed'), + palette=[[0, 0, 0], [255, 255, 255]]) + + def __init__(self, + img_suffix='.png', + img_suffix2='.png', + seg_map_suffix='.png', + reduce_zero_label=False, + **kwargs) -> None: + super().__init__( + img_suffix=img_suffix, + img_suffix2=img_suffix2, + seg_map_suffix=seg_map_suffix, + reduce_zero_label=reduce_zero_label, + **kwargs) diff --git a/mmseg/datasets/stare.py b/mmseg/datasets/stare.py index 2bfce23449..1b997bb785 100644 --- a/mmseg/datasets/stare.py +++ b/mmseg/datasets/stare.py @@ -1,4 +1,6 @@ # Copyright (c) OpenMMLab. All rights reserved. +import mmengine.fileio as fileio + from mmseg.registry import DATASETS from .basesegdataset import BaseSegDataset @@ -26,4 +28,5 @@ def __init__(self, seg_map_suffix=seg_map_suffix, reduce_zero_label=reduce_zero_label, **kwargs) - assert self.file_client.exists(self.data_prefix['img_path']) + assert fileio.exists( + self.data_prefix['img_path'], backend_args=self.backend_args) diff --git a/mmseg/datasets/transforms/__init__.py b/mmseg/datasets/transforms/__init__.py index 25f4ee4a98..fe60285471 100644 --- a/mmseg/datasets/transforms/__init__.py +++ b/mmseg/datasets/transforms/__init__.py @@ -2,12 +2,13 @@ from .formatting import PackSegInputs from .loading import (LoadAnnotations, LoadBiomedicalAnnotation, LoadBiomedicalData, LoadBiomedicalImageFromFile, - LoadImageFromNDArray) + LoadImageFromNDArray, LoadMultipleRSImageFromFile, + LoadSingleRSImageFromFile) # yapf: disable -from .transforms import (CLAHE, AdjustGamma, BioMedical3DPad, +from .transforms import (CLAHE, AdjustGamma, Albu, BioMedical3DPad, BioMedical3DRandomCrop, BioMedical3DRandomFlip, BioMedicalGaussianBlur, BioMedicalGaussianNoise, - BioMedicalRandomGamma, GenerateEdge, + BioMedicalRandomGamma, ConcatCDInput, GenerateEdge, PhotoMetricDistortion, RandomCrop, RandomCutOut, RandomMosaic, RandomRotate, RandomRotFlip, Rerange, ResizeShortestEdge, ResizeToMultiple, RGB2Gray, @@ -22,5 +23,6 @@ 'LoadBiomedicalAnnotation', 'LoadBiomedicalData', 'GenerateEdge', 'ResizeShortestEdge', 'BioMedicalGaussianNoise', 'BioMedicalGaussianBlur', 'BioMedical3DRandomFlip', 'BioMedicalRandomGamma', 'BioMedical3DPad', - 'RandomRotFlip' + 'RandomRotFlip', 'Albu', 'LoadSingleRSImageFromFile', 'ConcatCDInput', + 'LoadMultipleRSImageFromFile' ] diff --git a/mmseg/datasets/transforms/loading.py b/mmseg/datasets/transforms/loading.py index d2e93b1abb..001810e817 100644 --- a/mmseg/datasets/transforms/loading.py +++ b/mmseg/datasets/transforms/loading.py @@ -12,6 +12,11 @@ from mmseg.registry import TRANSFORMS from mmseg.utils import datafrombytes +try: + from osgeo import gdal +except ImportError: + gdal = None + @TRANSFORMS.register_module() class LoadAnnotations(MMCV_LoadAnnotations): @@ -493,3 +498,130 @@ def transform(self, single_input: Union[str, np.ndarray, dict]) -> dict: if 'img' in inputs: return self.from_ndarray(inputs) return self.from_file(inputs) + + +@TRANSFORMS.register_module() +class LoadSingleRSImageFromFile(BaseTransform): + """Load a Remote Sensing mage from file. + + Required Keys: + + - img_path + + Modified Keys: + + - img + - img_shape + - ori_shape + + Args: + to_float32 (bool): Whether to convert the loaded image to a float32 + numpy array. If set to False, the loaded image is a float64 array. + Defaults to True. + """ + + def __init__(self, to_float32: bool = True): + self.to_float32 = to_float32 + + if gdal is None: + raise RuntimeError('gdal is not installed') + + def transform(self, results: Dict) -> Dict: + """Functions to load image. + + Args: + results (dict): Result dict from :obj:``mmcv.BaseDataset``. + + Returns: + dict: The dict contains loaded image and meta information. + """ + + filename = results['img_path'] + ds = gdal.Open(filename) + if ds is None: + raise Exception(f'Unable to open file: {filename}') + img = np.einsum('ijk->jki', ds.ReadAsArray()) + + if self.to_float32: + img = img.astype(np.float32) + + results['img'] = img + results['img_shape'] = img.shape[:2] + results['ori_shape'] = img.shape[:2] + return results + + def __repr__(self): + repr_str = (f'{self.__class__.__name__}(' + f'to_float32={self.to_float32})') + return repr_str + + +@TRANSFORMS.register_module() +class LoadMultipleRSImageFromFile(BaseTransform): + """Load two Remote Sensing mage from file. + + Required Keys: + + - img_path + - img_path2 + + Modified Keys: + + - img + - img2 + - img_shape + - ori_shape + + Args: + to_float32 (bool): Whether to convert the loaded image to a float32 + numpy array. If set to False, the loaded image is a float64 array. + Defaults to True. + """ + + def __init__(self, to_float32: bool = True): + if gdal is None: + raise RuntimeError('gdal is not installed') + self.to_float32 = to_float32 + + def transform(self, results: Dict) -> Dict: + """Functions to load image. + + Args: + results (dict): Result dict from :obj:``mmcv.BaseDataset``. + + Returns: + dict: The dict contains loaded image and meta information. + """ + + filename = results['img_path'] + filename2 = results['img_path2'] + + ds = gdal.Open(filename) + ds2 = gdal.Open(filename2) + + if ds is None: + raise Exception(f'Unable to open file: {filename}') + if ds2 is None: + raise Exception(f'Unable to open file: {filename2}') + + img = np.einsum('ijk->jki', ds.ReadAsArray()) + img2 = np.einsum('ijk->jki', ds2.ReadAsArray()) + + if self.to_float32: + img = img.astype(np.float32) + img2 = img2.astype(np.float32) + + if img.shape != img2.shape: + raise Exception(f'Image shapes do not match:' + f' {img.shape} vs {img2.shape}') + + results['img'] = img + results['img2'] = img2 + results['img_shape'] = img.shape[:2] + results['ori_shape'] = img.shape[:2] + return results + + def __repr__(self): + repr_str = (f'{self.__class__.__name__}(' + f'to_float32={self.to_float32})') + return repr_str diff --git a/mmseg/datasets/transforms/transforms.py b/mmseg/datasets/transforms/transforms.py index fb7e2a0e66..da3bd5f936 100644 --- a/mmseg/datasets/transforms/transforms.py +++ b/mmseg/datasets/transforms/transforms.py @@ -1,10 +1,12 @@ # Copyright (c) OpenMMLab. All rights reserved. import copy +import inspect import warnings from typing import Dict, List, Optional, Sequence, Tuple, Union import cv2 import mmcv +import mmengine import numpy as np from mmcv.transforms.base import BaseTransform from mmcv.transforms.utils import cache_randomness @@ -15,6 +17,15 @@ from mmseg.datasets.dataset_wrappers import MultiImageMixDataset from mmseg.registry import TRANSFORMS +try: + import albumentations + from albumentations import Compose + ALBU_INSTALLED = True +except ImportError: + albumentations = None + Compose = None + ALBU_INSTALLED = False + @TRANSFORMS.register_module() class ResizeToMultiple(BaseTransform): @@ -186,7 +197,7 @@ def transform(self, results: dict) -> dict: def __repr__(self): repr_str = self.__class__.__name__ - repr_str += f'(clip_limit={self.clip_limit}, '\ + repr_str += f'(clip_limit={self.clip_limit}, ' \ f'tile_grid_size={self.tile_grid_size})' return repr_str @@ -1151,8 +1162,8 @@ def _mosaic_transform_seg(self, results: dict) -> dict: x1_c, y1_c, x2_c, y2_c = crop_coord # crop and paste image - mosaic_seg[y1_p:y2_p, x1_p:x2_p] = gt_seg_i[y1_c:y2_c, - x1_c:x2_c] + mosaic_seg[y1_p:y2_p, x1_p:x2_p] = \ + gt_seg_i[y1_c:y2_c, x1_c:x2_c] results[key] = mosaic_seg @@ -1760,9 +1771,9 @@ def __repr__(self): repr_str += f'(prob={self.prob}, ' repr_str += f'prob_per_channel={self.prob_per_channel}, ' repr_str += f'sigma_range={self.sigma_range}, ' - repr_str += 'different_sigma_per_channel='\ + repr_str += 'different_sigma_per_channel=' \ f'{self.different_sigma_per_channel}, ' - repr_str += 'different_sigma_per_axis='\ + repr_str += 'different_sigma_per_axis=' \ f'{self.different_sigma_per_axis})' return repr_str @@ -2135,3 +2146,178 @@ def __repr__(self): repr_str += f'(prob={self.prob}, axes={self.axes}, ' \ f'swap_label_pairs={self.swap_label_pairs})' return repr_str + + +@TRANSFORMS.register_module() +class Albu(BaseTransform): + """Albumentation augmentation. Adds custom transformations from + Albumentations library. Please, visit + `https://albumentations.readthedocs.io` to get more information. An example + of ``transforms`` is as followed: + + .. code-block:: + [ + dict( + type='ShiftScaleRotate', + shift_limit=0.0625, + scale_limit=0.0, + rotate_limit=0, + interpolation=1, + p=0.5), + dict( + type='RandomBrightnessContrast', + brightness_limit=[0.1, 0.3], + contrast_limit=[0.1, 0.3], + p=0.2), + dict(type='ChannelShuffle', p=0.1), + dict( + type='OneOf', + transforms=[ + dict(type='Blur', blur_limit=3, p=1.0), + dict(type='MedianBlur', blur_limit=3, p=1.0) + ], + p=0.1), + ] + Args: + transforms (list[dict]): A list of albu transformations + keymap (dict): Contains {'input key':'albumentation-style key'} + update_pad_shape (bool): Whether to update padding shape according to \ + the output shape of the last transform + """ + + def __init__(self, + transforms: List[dict], + keymap: Optional[dict] = None, + update_pad_shape: bool = False): + if not ALBU_INSTALLED: + raise ImportError( + 'albumentations is not installed, ' + 'we suggest install albumentation by ' + '"pip install albumentations>=0.3.2 --no-binary qudida,albumentations"' # noqa + ) + + # Args will be modified later, copying it will be safer + transforms = copy.deepcopy(transforms) + + self.transforms = transforms + self.keymap = keymap + self.update_pad_shape = update_pad_shape + + self.aug = Compose([self.albu_builder(t) for t in self.transforms]) + + if not keymap: + self.keymap_to_albu = { + 'img': 'image', + 'gt_masks': 'masks', + } + else: + self.keymap_to_albu = copy.deepcopy(keymap) + self.keymap_back = {v: k for k, v in self.keymap_to_albu.items()} + + def albu_builder(self, cfg: dict) -> object: + """Build a callable object from a dict containing albu arguments. + + Args: + cfg (dict): Config dict. It should at least contain the key "type". + + Returns: + Callable: A callable object. + """ + + assert isinstance(cfg, dict) and 'type' in cfg + args = cfg.copy() + + obj_type = args.pop('type') + if mmengine.is_str(obj_type): + if not ALBU_INSTALLED: + raise ImportError( + 'albumentations is not installed, ' + 'we suggest install albumentation by ' + '"pip install albumentations>=0.3.2 --no-binary qudida,albumentations"' # noqa + ) + obj_cls = getattr(albumentations, obj_type) + elif inspect.isclass(obj_type): + obj_cls = obj_type + else: + raise TypeError( + f'type must be a valid type or str, but got {type(obj_type)}') + + if 'transforms' in args: + args['transforms'] = [ + self.albu_builder(t) for t in args['transforms'] + ] + + return obj_cls(**args) + + @staticmethod + def mapper(d: dict, keymap: dict): + """Dictionary mapper. + + Renames keys according to keymap provided. + Args: + d (dict): old dict + keymap (dict): {'old_key':'new_key'} + Returns: + dict: new dict. + """ + + updated_dict = {} + for k, _ in zip(d.keys(), d.values()): + new_k = keymap.get(k, k) + updated_dict[new_k] = d[k] + return updated_dict + + def transform(self, results): + # dict to albumentations format + results = self.mapper(results, self.keymap_to_albu) + + # Convert to RGB since Albumentations works with RGB images + results['image'] = cv2.cvtColor(results['image'], cv2.COLOR_BGR2RGB) + + results = self.aug(**results) + + # Convert back to BGR + results['image'] = cv2.cvtColor(results['image'], cv2.COLOR_RGB2BGR) + + # back to the original format + results = self.mapper(results, self.keymap_back) + + # update final shape + if self.update_pad_shape: + results['pad_shape'] = results['img'].shape + + return results + + def __repr__(self): + repr_str = self.__class__.__name__ + f'(transforms={self.transforms})' + return repr_str + + +@TRANSFORMS.register_module() +class ConcatCDInput(BaseTransform): + """Concat images for change detection. + + Required Keys: + + - img + - img2 + + Args: + input_keys (tuple): Input image keys for change detection. + Default: ('img', 'img2'). + """ + + def __init__(self, input_keys=('img', 'img2')): + self.input_keys = input_keys + + def transform(self, results: dict) -> dict: + img = [] + for input_key in self.input_keys: + img.append(results.pop(input_key)) + results['img'] = np.concatenate(img, axis=2) + return results + + def __repr__(self): + repr_str = self.__class__.__name__ + repr_str += f'(input_keys={self.input_keys}, ' + return repr_str diff --git a/mmseg/models/backbones/__init__.py b/mmseg/models/backbones/__init__.py index e3107306ea..d9228a500b 100644 --- a/mmseg/models/backbones/__init__.py +++ b/mmseg/models/backbones/__init__.py @@ -3,6 +3,7 @@ from .bisenetv1 import BiSeNetV1 from .bisenetv2 import BiSeNetV2 from .cgnet import CGNet +from .ddrnet import DDRNet from .erfnet import ERFNet from .fast_scnn import FastSCNN from .hrnet import HRNet @@ -28,5 +29,6 @@ 'ResNeSt', 'MobileNetV2', 'UNet', 'CGNet', 'MobileNetV3', 'VisionTransformer', 'SwinTransformer', 'MixVisionTransformer', 'BiSeNetV1', 'BiSeNetV2', 'ICNet', 'TIMMBackbone', 'ERFNet', 'PCPVT', - 'SVT', 'STDCNet', 'STDCContextPathNet', 'BEiT', 'MAE', 'PIDNet', 'MSCAN' + 'SVT', 'STDCNet', 'STDCContextPathNet', 'BEiT', 'MAE', 'PIDNet', 'MSCAN', + 'DDRNet' ] diff --git a/mmseg/models/backbones/ddrnet.py b/mmseg/models/backbones/ddrnet.py new file mode 100644 index 0000000000..4508aade82 --- /dev/null +++ b/mmseg/models/backbones/ddrnet.py @@ -0,0 +1,222 @@ +# Copyright (c) OpenMMLab. All rights reserved. +import torch.nn as nn +from mmcv.cnn import ConvModule, build_norm_layer +from mmengine.model import BaseModule + +from mmseg.models.utils import DAPPM, BasicBlock, Bottleneck, resize +from mmseg.registry import MODELS +from mmseg.utils import OptConfigType + + +@MODELS.register_module() +class DDRNet(BaseModule): + """DDRNet backbone. + + This backbone is the implementation of `Deep Dual-resolution Networks for + Real-time and Accurate Semantic Segmentation of Road Scenes + `_. + Modified from https://github.com/ydhongHIT/DDRNet. + + Args: + in_channels (int): Number of input image channels. Default: 3. + channels: (int): The base channels of DDRNet. Default: 32. + ppm_channels (int): The channels of PPM module. Default: 128. + align_corners (bool): align_corners argument of F.interpolate. + Default: False. + norm_cfg (dict): Config dict to build norm layer. + Default: dict(type='BN', requires_grad=True). + act_cfg (dict): Config dict for activation layer. + Default: dict(type='ReLU', inplace=True). + init_cfg (dict, optional): Initialization config dict. + Default: None. + """ + + def __init__(self, + in_channels: int = 3, + channels: int = 32, + ppm_channels: int = 128, + align_corners: bool = False, + norm_cfg: OptConfigType = dict(type='BN', requires_grad=True), + act_cfg: OptConfigType = dict(type='ReLU', inplace=True), + init_cfg: OptConfigType = None): + super().__init__(init_cfg) + + self.in_channels = in_channels + self.ppm_channels = ppm_channels + + self.norm_cfg = norm_cfg + self.act_cfg = act_cfg + self.align_corners = align_corners + + # stage 0-2 + self.stem = self._make_stem_layer(in_channels, channels, num_blocks=2) + self.relu = nn.ReLU() + + # low resolution(context) branch + self.context_branch_layers = nn.ModuleList() + for i in range(3): + self.context_branch_layers.append( + self._make_layer( + block=BasicBlock if i < 2 else Bottleneck, + inplanes=channels * 2**(i + 1), + planes=channels * 8 if i > 0 else channels * 4, + num_blocks=2 if i < 2 else 1, + stride=2)) + + # bilateral fusion + self.compression_1 = ConvModule( + channels * 4, + channels * 2, + kernel_size=1, + norm_cfg=self.norm_cfg, + act_cfg=None) + self.down_1 = ConvModule( + channels * 2, + channels * 4, + kernel_size=3, + stride=2, + padding=1, + norm_cfg=self.norm_cfg, + act_cfg=None) + + self.compression_2 = ConvModule( + channels * 8, + channels * 2, + kernel_size=1, + norm_cfg=self.norm_cfg, + act_cfg=None) + self.down_2 = nn.Sequential( + ConvModule( + channels * 2, + channels * 4, + kernel_size=3, + stride=2, + padding=1, + norm_cfg=self.norm_cfg, + act_cfg=self.act_cfg), + ConvModule( + channels * 4, + channels * 8, + kernel_size=3, + stride=2, + padding=1, + norm_cfg=self.norm_cfg, + act_cfg=None)) + + # high resolution(spatial) branch + self.spatial_branch_layers = nn.ModuleList() + for i in range(3): + self.spatial_branch_layers.append( + self._make_layer( + block=BasicBlock if i < 2 else Bottleneck, + inplanes=channels * 2, + planes=channels * 2, + num_blocks=2 if i < 2 else 1, + )) + + self.spp = DAPPM( + channels * 16, ppm_channels, channels * 4, num_scales=5) + + def _make_stem_layer(self, in_channels, channels, num_blocks): + layers = [ + ConvModule( + in_channels, + channels, + kernel_size=3, + stride=2, + padding=1, + norm_cfg=self.norm_cfg, + act_cfg=self.act_cfg), + ConvModule( + channels, + channels, + kernel_size=3, + stride=2, + padding=1, + norm_cfg=self.norm_cfg, + act_cfg=self.act_cfg) + ] + + layers.extend([ + self._make_layer(BasicBlock, channels, channels, num_blocks), + nn.ReLU(), + self._make_layer( + BasicBlock, channels, channels * 2, num_blocks, stride=2), + nn.ReLU(), + ]) + + return nn.Sequential(*layers) + + def _make_layer(self, block, inplanes, planes, num_blocks, stride=1): + downsample = None + if stride != 1 or inplanes != planes * block.expansion: + downsample = nn.Sequential( + nn.Conv2d( + inplanes, + planes * block.expansion, + kernel_size=1, + stride=stride, + bias=False), + build_norm_layer(self.norm_cfg, planes * block.expansion)[1]) + + layers = [ + block( + in_channels=inplanes, + channels=planes, + stride=stride, + downsample=downsample) + ] + inplanes = planes * block.expansion + for i in range(1, num_blocks): + layers.append( + block( + in_channels=inplanes, + channels=planes, + stride=1, + norm_cfg=self.norm_cfg, + act_cfg_out=None if i == num_blocks - 1 else self.act_cfg)) + + return nn.Sequential(*layers) + + def forward(self, x): + """Forward function.""" + out_size = (x.shape[-2] // 8, x.shape[-1] // 8) + + # stage 0-2 + x = self.stem(x) + + # stage3 + x_c = self.context_branch_layers[0](x) + x_s = self.spatial_branch_layers[0](x) + comp_c = self.compression_1(self.relu(x_c)) + x_c += self.down_1(self.relu(x_s)) + x_s += resize( + comp_c, + size=out_size, + mode='bilinear', + align_corners=self.align_corners) + if self.training: + temp_context = x_s.clone() + + # stage4 + x_c = self.context_branch_layers[1](self.relu(x_c)) + x_s = self.spatial_branch_layers[1](self.relu(x_s)) + comp_c = self.compression_2(self.relu(x_c)) + x_c += self.down_2(self.relu(x_s)) + x_s += resize( + comp_c, + size=out_size, + mode='bilinear', + align_corners=self.align_corners) + + # stage5 + x_s = self.spatial_branch_layers[2](self.relu(x_s)) + x_c = self.context_branch_layers[2](self.relu(x_c)) + x_c = self.spp(x_c) + x_c = resize( + x_c, + size=out_size, + mode='bilinear', + align_corners=self.align_corners) + + return (temp_context, x_s + x_c) if self.training else x_s + x_c diff --git a/mmseg/models/backbones/swin.py b/mmseg/models/backbones/swin.py index c0ace3c139..67b28a96e1 100644 --- a/mmseg/models/backbones/swin.py +++ b/mmseg/models/backbones/swin.py @@ -716,20 +716,22 @@ def init_weights(self): ] for table_key in relative_position_bias_table_keys: table_pretrained = state_dict[table_key] - table_current = self.state_dict()[table_key] - L1, nH1 = table_pretrained.size() - L2, nH2 = table_current.size() - if nH1 != nH2: - print_log(f'Error in loading {table_key}, pass') - elif L1 != L2: - S1 = int(L1**0.5) - S2 = int(L2**0.5) - table_pretrained_resized = F.interpolate( - table_pretrained.permute(1, 0).reshape(1, nH1, S1, S1), - size=(S2, S2), - mode='bicubic') - state_dict[table_key] = table_pretrained_resized.view( - nH2, L2).permute(1, 0).contiguous() + if table_key in self.state_dict(): + table_current = self.state_dict()[table_key] + L1, nH1 = table_pretrained.size() + L2, nH2 = table_current.size() + if nH1 != nH2: + print_log(f'Error in loading {table_key}, pass') + elif L1 != L2: + S1 = int(L1**0.5) + S2 = int(L2**0.5) + table_pretrained_resized = F.interpolate( + table_pretrained.permute(1, 0).reshape( + 1, nH1, S1, S1), + size=(S2, S2), + mode='bicubic') + state_dict[table_key] = table_pretrained_resized.view( + nH2, L2).permute(1, 0).contiguous() # load state_dict self.load_state_dict(state_dict, strict=False) diff --git a/mmseg/models/decode_heads/__init__.py b/mmseg/models/decode_heads/__init__.py index 18235456bc..36c37ec2dd 100644 --- a/mmseg/models/decode_heads/__init__.py +++ b/mmseg/models/decode_heads/__init__.py @@ -4,6 +4,7 @@ from .aspp_head import ASPPHead from .cc_head import CCHead from .da_head import DAHead +from .ddr_head import DDRHead from .dm_head import DMHead from .dnl_head import DNLHead from .dpt_head import DPTHead @@ -41,5 +42,5 @@ 'SETRMLAHead', 'DPTHead', 'SETRMLAHead', 'SegmenterMaskTransformerHead', 'SegformerHead', 'ISAHead', 'STDCHead', 'IterativeDecodeHead', 'KernelUpdateHead', 'KernelUpdator', 'MaskFormerHead', 'Mask2FormerHead', - 'LightHamHead', 'PIDHead' + 'LightHamHead', 'PIDHead', 'DDRHead' ] diff --git a/mmseg/models/decode_heads/ddr_head.py b/mmseg/models/decode_heads/ddr_head.py new file mode 100644 index 0000000000..ba26d6503c --- /dev/null +++ b/mmseg/models/decode_heads/ddr_head.py @@ -0,0 +1,116 @@ +# Copyright (c) OpenMMLab. All rights reserved. +from typing import Tuple, Union + +import torch.nn as nn +from mmcv.cnn import ConvModule, build_activation_layer, build_norm_layer +from torch import Tensor + +from mmseg.models.decode_heads.decode_head import BaseDecodeHead +from mmseg.models.losses import accuracy +from mmseg.models.utils import resize +from mmseg.registry import MODELS +from mmseg.utils import OptConfigType, SampleList + + +@MODELS.register_module() +class DDRHead(BaseDecodeHead): + """Decode head for DDRNet. + + Args: + in_channels (int): Number of input channels. + channels (int): Number of output channels. + num_classes (int): Number of classes. + norm_cfg (dict, optional): Config dict for normalization layer. + Default: dict(type='BN'). + act_cfg (dict, optional): Config dict for activation layer. + Default: dict(type='ReLU', inplace=True). + """ + + def __init__(self, + in_channels: int, + channels: int, + num_classes: int, + norm_cfg: OptConfigType = dict(type='BN'), + act_cfg: OptConfigType = dict(type='ReLU', inplace=True), + **kwargs): + super().__init__( + in_channels, + channels, + num_classes=num_classes, + norm_cfg=norm_cfg, + act_cfg=act_cfg, + **kwargs) + + self.head = self._make_base_head(self.in_channels, self.channels) + self.aux_head = self._make_base_head(self.in_channels // 2, + self.channels) + self.aux_cls_seg = nn.Conv2d( + self.channels, self.out_channels, kernel_size=1) + + def init_weights(self): + for m in self.modules(): + if isinstance(m, nn.Conv2d): + nn.init.kaiming_normal_( + m.weight, mode='fan_out', nonlinearity='relu') + elif isinstance(m, nn.BatchNorm2d): + nn.init.constant_(m.weight, 1) + nn.init.constant_(m.bias, 0) + + def forward( + self, + inputs: Union[Tensor, + Tuple[Tensor]]) -> Union[Tensor, Tuple[Tensor]]: + if self.training: + c3_feat, c5_feat = inputs + x_c = self.head(c5_feat) + x_c = self.cls_seg(x_c) + x_s = self.aux_head(c3_feat) + x_s = self.aux_cls_seg(x_s) + + return x_c, x_s + else: + x_c = self.head(inputs) + x_c = self.cls_seg(x_c) + return x_c + + def _make_base_head(self, in_channels: int, + channels: int) -> nn.Sequential: + layers = [ + ConvModule( + in_channels, + channels, + kernel_size=3, + padding=1, + norm_cfg=self.norm_cfg, + act_cfg=self.act_cfg, + order=('norm', 'act', 'conv')), + build_norm_layer(self.norm_cfg, channels)[1], + build_activation_layer(self.act_cfg), + ] + + return nn.Sequential(*layers) + + def loss_by_feat(self, seg_logits: Tuple[Tensor], + batch_data_samples: SampleList) -> dict: + loss = dict() + context_logit, spatial_logit = seg_logits + seg_label = self._stack_batch_gt(batch_data_samples) + + context_logit = resize( + context_logit, + size=seg_label.shape[2:], + mode='bilinear', + align_corners=self.align_corners) + spatial_logit = resize( + spatial_logit, + size=seg_label.shape[2:], + mode='bilinear', + align_corners=self.align_corners) + seg_label = seg_label.squeeze(1) + + loss['loss_context'] = self.loss_decode[0](context_logit, seg_label) + loss['loss_spatial'] = self.loss_decode[1](spatial_logit, seg_label) + loss['acc_seg'] = accuracy( + context_logit, seg_label, ignore_index=self.ignore_index) + + return loss diff --git a/mmseg/models/decode_heads/decode_head.py b/mmseg/models/decode_heads/decode_head.py index 8bdbb24a1c..4faf54559d 100644 --- a/mmseg/models/decode_heads/decode_head.py +++ b/mmseg/models/decode_heads/decode_head.py @@ -45,7 +45,7 @@ class BaseDecodeHead(BaseModule, metaclass=ABCMeta): in_channels (int|Sequence[int]): Input channels. channels (int): Channels after modules, before conv_seg. num_classes (int): Number of classes. - out_channels (int): Output channels of conv_seg. + out_channels (int): Output channels of conv_seg. Default: None. threshold (float): Threshold for binary segmentation in the case of `num_classes==1`. Default: None. dropout_ratio (float): Ratio of dropout layer. Default: 0.1. diff --git a/mmseg/models/losses/__init__.py b/mmseg/models/losses/__init__.py index 2f7e39cb28..9af5e40f23 100644 --- a/mmseg/models/losses/__init__.py +++ b/mmseg/models/losses/__init__.py @@ -5,6 +5,7 @@ cross_entropy, mask_cross_entropy) from .dice_loss import DiceLoss from .focal_loss import FocalLoss +from .huasdorff_distance_loss import HuasdorffDisstanceLoss from .lovasz_loss import LovaszLoss from .ohem_cross_entropy_loss import OhemCrossEntropy from .tversky_loss import TverskyLoss @@ -14,5 +15,6 @@ 'accuracy', 'Accuracy', 'cross_entropy', 'binary_cross_entropy', 'mask_cross_entropy', 'CrossEntropyLoss', 'reduce_loss', 'weight_reduce_loss', 'weighted_loss', 'LovaszLoss', 'DiceLoss', - 'FocalLoss', 'TverskyLoss', 'OhemCrossEntropy', 'BoundaryLoss' + 'FocalLoss', 'TverskyLoss', 'OhemCrossEntropy', 'BoundaryLoss', + 'HuasdorffDisstanceLoss' ] diff --git a/mmseg/models/losses/cross_entropy_loss.py b/mmseg/models/losses/cross_entropy_loss.py index 770b997486..caad344109 100644 --- a/mmseg/models/losses/cross_entropy_loss.py +++ b/mmseg/models/losses/cross_entropy_loss.py @@ -124,7 +124,7 @@ def binary_cross_entropy(pred, assert label[label != ignore_index].max() <= 1, \ 'For pred with shape [N, 1, H, W], its label must have at ' \ 'most 2 classes' - pred = pred.squeeze() + pred = pred.squeeze(1) if pred.dim() != label.dim(): assert (pred.dim() == 2 and label.dim() == 1) or ( pred.dim() == 4 and label.dim() == 3), \ diff --git a/mmseg/models/losses/dice_loss.py b/mmseg/models/losses/dice_loss.py index 2ee89a81f4..2b7c9d4cf1 100644 --- a/mmseg/models/losses/dice_loss.py +++ b/mmseg/models/losses/dice_loss.py @@ -1,125 +1,160 @@ # Copyright (c) OpenMMLab. All rights reserved. -"""Modified from https://github.com/LikeLy-Journey/SegmenTron/blob/master/ -segmentron/solver/loss.py (Apache-2.0 License)""" import torch import torch.nn as nn -import torch.nn.functional as F from mmseg.registry import MODELS -from .utils import get_class_weight, weighted_loss - - -@weighted_loss -def dice_loss(pred, - target, - valid_mask, - smooth=1, - exponent=2, - class_weight=None, - ignore_index=255): - assert pred.shape[0] == target.shape[0] - total_loss = 0 - num_classes = pred.shape[1] - for i in range(num_classes): - if i != ignore_index: - dice_loss = binary_dice_loss( - pred[:, i], - target[..., i], - valid_mask=valid_mask, - smooth=smooth, - exponent=exponent) - if class_weight is not None: - dice_loss *= class_weight[i] - total_loss += dice_loss - return total_loss / num_classes - - -@weighted_loss -def binary_dice_loss(pred, target, valid_mask, smooth=1, exponent=2, **kwards): - assert pred.shape[0] == target.shape[0] - pred = pred.reshape(pred.shape[0], -1) - target = target.reshape(target.shape[0], -1) - valid_mask = valid_mask.reshape(valid_mask.shape[0], -1) - - num = torch.sum(torch.mul(pred, target) * valid_mask, dim=1) * 2 + smooth - den = torch.sum(pred.pow(exponent) + target.pow(exponent), dim=1) + smooth - - return 1 - num / den +from .utils import weight_reduce_loss + + +def dice_loss( + pred, + target, + weight, + eps=1e-3, + reduction='mean', + naive_dice=False, + avg_factor=None, +): + """Calculate dice loss, there are two forms of dice loss is supported: + + - the one proposed in `V-Net: Fully Convolutional Neural + Networks for Volumetric Medical Image Segmentation + `_. + - the dice loss in which the power of the number in the + denominator is the first power instead of the second + power. + Args: + pred (torch.Tensor): The prediction, has a shape (n, *) + target (torch.Tensor): The learning label of the prediction, + shape (n, *), same shape of pred. + weight (torch.Tensor, optional): The weight of loss for each + prediction, has a shape (n,). Defaults to None. + eps (float): Avoid dividing by zero. Default: 1e-3. + reduction (str, optional): The method used to reduce the loss into + a scalar. Defaults to 'mean'. + Options are "none", "mean" and "sum". + naive_dice (bool, optional): If false, use the dice + loss defined in the V-Net paper, otherwise, use the + naive dice loss in which the power of the number in the + denominator is the first power instead of the second + power.Defaults to False. + avg_factor (int, optional): Average factor that is used to average + the loss. Defaults to None. + """ -@MODELS.register_module() -class DiceLoss(nn.Module): - """DiceLoss. + input = pred.flatten(1) + target = target.flatten(1).float() - This loss is proposed in `V-Net: Fully Convolutional Neural Networks for - Volumetric Medical Image Segmentation `_. + a = torch.sum(input * target, 1) + if naive_dice: + b = torch.sum(input, 1) + c = torch.sum(target, 1) + d = (2 * a + eps) / (b + c + eps) + else: + b = torch.sum(input * input, 1) + eps + c = torch.sum(target * target, 1) + eps + d = (2 * a) / (b + c) - Args: - smooth (float): A float number to smooth loss, and avoid NaN error. - Default: 1 - exponent (float): An float number to calculate denominator - value: \\sum{x^exponent} + \\sum{y^exponent}. Default: 2. - reduction (str, optional): The method used to reduce the loss. Options - are "none", "mean" and "sum". This parameter only works when - per_image is True. Default: 'mean'. - class_weight (list[float] | str, optional): Weight of each class. If in - str format, read them from a file. Defaults to None. - loss_weight (float, optional): Weight of the loss. Default to 1.0. - ignore_index (int | None): The label index to be ignored. Default: 255. - loss_name (str, optional): Name of the loss item. If you want this loss - item to be included into the backward graph, `loss_` must be the - prefix of the name. Defaults to 'loss_dice'. - """ + loss = 1 - d + if weight is not None: + assert weight.ndim == loss.ndim + assert len(weight) == len(pred) + loss = weight_reduce_loss(loss, weight, reduction, avg_factor) + return loss + + +@MODELS.register_module() +class DiceLoss(nn.Module): def __init__(self, - smooth=1, - exponent=2, + use_sigmoid=True, + activate=True, reduction='mean', - class_weight=None, + naive_dice=False, loss_weight=1.0, ignore_index=255, - loss_name='loss_dice', - **kwards): + eps=1e-3, + loss_name='loss_dice'): + """Compute dice loss. + + Args: + use_sigmoid (bool, optional): Whether to the prediction is + used for sigmoid or softmax. Defaults to True. + activate (bool): Whether to activate the predictions inside, + this will disable the inside sigmoid operation. + Defaults to True. + reduction (str, optional): The method used + to reduce the loss. Options are "none", + "mean" and "sum". Defaults to 'mean'. + naive_dice (bool, optional): If false, use the dice + loss defined in the V-Net paper, otherwise, use the + naive dice loss in which the power of the number in the + denominator is the first power instead of the second + power. Defaults to False. + loss_weight (float, optional): Weight of loss. Defaults to 1.0. + ignore_index (int | None): The label index to be ignored. + Default: 255. + eps (float): Avoid dividing by zero. Defaults to 1e-3. + loss_name (str, optional): Name of the loss item. If you want this + loss item to be included into the backward graph, `loss_` must + be the prefix of the name. Defaults to 'loss_dice'. + """ + super().__init__() - self.smooth = smooth - self.exponent = exponent + self.use_sigmoid = use_sigmoid self.reduction = reduction - self.class_weight = get_class_weight(class_weight) + self.naive_dice = naive_dice self.loss_weight = loss_weight + self.eps = eps + self.activate = activate self.ignore_index = ignore_index self._loss_name = loss_name def forward(self, pred, target, + weight=None, avg_factor=None, - reduction_override=None, - **kwards): + reduction_override=None): + """Forward function. + + Args: + pred (torch.Tensor): The prediction, has a shape (n, *). + target (torch.Tensor): The label of the prediction, + shape (n, *), same shape of pred. + weight (torch.Tensor, optional): The weight of loss for each + prediction, has a shape (n,). Defaults to None. + avg_factor (int, optional): Average factor that is used to average + the loss. Defaults to None. + reduction_override (str, optional): The reduction method used to + override the original reduction method of the loss. + Options are "none", "mean" and "sum". + + Returns: + torch.Tensor: The calculated loss + """ + assert reduction_override in (None, 'none', 'mean', 'sum') reduction = ( reduction_override if reduction_override else self.reduction) - if self.class_weight is not None: - class_weight = pred.new_tensor(self.class_weight) - else: - class_weight = None - - pred = F.softmax(pred, dim=1) - num_classes = pred.shape[1] - one_hot_target = F.one_hot( - torch.clamp(target.long(), 0, num_classes - 1), - num_classes=num_classes) - valid_mask = (target != self.ignore_index).long() + + if self.activate: + if self.use_sigmoid: + pred = pred.sigmoid() + else: + raise NotImplementedError loss = self.loss_weight * dice_loss( pred, - one_hot_target, - valid_mask=valid_mask, + target, + weight, + eps=self.eps, reduction=reduction, + naive_dice=self.naive_dice, avg_factor=avg_factor, - smooth=self.smooth, - exponent=self.exponent, - class_weight=class_weight, - ignore_index=self.ignore_index) + ) + return loss @property diff --git a/mmseg/models/losses/focal_loss.py b/mmseg/models/losses/focal_loss.py index 104d6602c8..6507ed7a91 100644 --- a/mmseg/models/losses/focal_loss.py +++ b/mmseg/models/losses/focal_loss.py @@ -271,7 +271,13 @@ def forward(self, num_classes = pred.size(1) if torch.cuda.is_available() and pred.is_cuda: if target.dim() == 1: - one_hot_target = F.one_hot(target, num_classes=num_classes) + one_hot_target = F.one_hot( + target, num_classes=num_classes + 1) + if num_classes == 1: + one_hot_target = one_hot_target[:, 1] + target = 1 - target + else: + one_hot_target = one_hot_target[:, :num_classes] else: one_hot_target = target target = target.argmax(dim=1) @@ -280,7 +286,11 @@ def forward(self, else: one_hot_target = None if target.dim() == 1: - target = F.one_hot(target, num_classes=num_classes) + target = F.one_hot(target, num_classes=num_classes + 1) + if num_classes == 1: + target = target[:, 1] + else: + target = target[:, num_classes] else: valid_mask = (target.argmax(dim=1) != ignore_index).view( -1, 1) diff --git a/mmseg/models/losses/huasdorff_distance_loss.py b/mmseg/models/losses/huasdorff_distance_loss.py new file mode 100644 index 0000000000..d950ba728f --- /dev/null +++ b/mmseg/models/losses/huasdorff_distance_loss.py @@ -0,0 +1,160 @@ +# Copyright (c) OpenMMLab. All rights reserved. +"""Modified from https://github.com/JunMa11/SegWithDistMap/blob/ +master/code/train_LA_HD.py (Apache-2.0 License)""" +import torch +import torch.nn as nn +import torch.nn.functional as F +from scipy.ndimage import distance_transform_edt as distance +from torch import Tensor + +from mmseg.registry import MODELS +from .utils import get_class_weight, weighted_loss + + +def compute_dtm(img_gt: Tensor, pred: Tensor) -> Tensor: + """ + compute the distance transform map of foreground in mask + Args: + img_gt: Ground truth of the image, (b, h, w) + pred: Predictions of the segmentation head after softmax, (b, c, h, w) + + Returns: + output: the foreground Distance Map (SDM) + dtm(x) = 0; x in segmentation boundary + inf|x-y|; x in segmentation + """ + + fg_dtm = torch.zeros_like(pred) + out_shape = pred.shape + for b in range(out_shape[0]): # batch size + for c in range(1, out_shape[1]): # default 0 channel is background + posmask = img_gt[b].byte() + if posmask.any(): + posdis = distance(posmask) + fg_dtm[b][c] = torch.from_numpy(posdis) + + return fg_dtm + + +@weighted_loss +def hd_loss(seg_soft: Tensor, + gt: Tensor, + seg_dtm: Tensor, + gt_dtm: Tensor, + class_weight=None, + ignore_index=255) -> Tensor: + """ + compute huasdorff distance loss for segmentation + Args: + seg_soft: softmax results, shape=(b,c,x,y) + gt: ground truth, shape=(b,x,y) + seg_dtm: segmentation distance transform map, shape=(b,c,x,y) + gt_dtm: ground truth distance transform map, shape=(b,c,x,y) + + Returns: + output: hd_loss + """ + assert seg_soft.shape[0] == gt.shape[0] + total_loss = 0 + num_class = seg_soft.shape[1] + if class_weight is not None: + assert class_weight.ndim == num_class + for i in range(1, num_class): + if i != ignore_index: + delta_s = (seg_soft[:, i, ...] - gt.float())**2 + s_dtm = seg_dtm[:, i, ...]**2 + g_dtm = gt_dtm[:, i, ...]**2 + dtm = s_dtm + g_dtm + multiplied = torch.einsum('bxy, bxy->bxy', delta_s, dtm) + hd_loss = multiplied.mean() + if class_weight is not None: + hd_loss *= class_weight[i] + total_loss += hd_loss + + return total_loss / num_class + + +@MODELS.register_module() +class HuasdorffDisstanceLoss(nn.Module): + """HuasdorffDisstanceLoss. This loss is proposed in `How Distance Transform + Maps Boost Segmentation CNNs: An Empirical Study. + + `_. + Args: + reduction (str, optional): The method used to reduce the loss into + a scalar. Defaults to 'mean'. + class_weight (list[float] | str, optional): Weight of each class. If in + str format, read them from a file. Defaults to None. + loss_weight (float): Weight of the loss. Defaults to 1.0. + ignore_index (int | None): The label index to be ignored. Default: 255. + loss_name (str): Name of the loss item. If you want this loss + item to be included into the backward graph, `loss_` must be the + prefix of the name. Defaults to 'loss_boundary'. + """ + + def __init__(self, + reduction='mean', + class_weight=None, + loss_weight=1.0, + ignore_index=255, + loss_name='loss_huasdorff_disstance', + **kwargs): + super().__init__() + self.reduction = reduction + self.loss_weight = loss_weight + self.class_weight = get_class_weight(class_weight) + self._loss_name = loss_name + self.ignore_index = ignore_index + + def forward(self, + pred: Tensor, + target: Tensor, + avg_factor=None, + reduction_override=None, + **kwargs) -> Tensor: + """Forward function. + + Args: + pred (Tensor): Predictions of the segmentation head. (B, C, H, W) + target (Tensor): Ground truth of the image. (B, H, W) + avg_factor (int, optional): Average factor that is used to + average the loss. Defaults to None. + reduction_override (str, optional): The reduction method used + to override the original reduction method of the loss. + Options are "none", "mean" and "sum". + Returns: + Tensor: Loss tensor. + """ + assert reduction_override in (None, 'none', 'mean', 'sum') + reduction = ( + reduction_override if reduction_override else self.reduction) + if self.class_weight is not None: + class_weight = pred.new_tensor(self.class_weight) + else: + class_weight = None + + pred_soft = F.softmax(pred, dim=1) + valid_mask = (target != self.ignore_index).long() + target = target * valid_mask + + with torch.no_grad(): + gt_dtm = compute_dtm(target.cpu(), pred_soft) + gt_dtm = gt_dtm.float() + seg_dtm2 = compute_dtm( + pred_soft.argmax(dim=1, keepdim=False).cpu(), pred_soft) + seg_dtm2 = seg_dtm2.float() + + loss_hd = self.loss_weight * hd_loss( + pred_soft, + target, + seg_dtm=seg_dtm2, + gt_dtm=gt_dtm, + reduction=reduction, + avg_factor=avg_factor, + class_weight=class_weight, + ignore_index=self.ignore_index) + return loss_hd + + @property + def loss_name(self): + return self._loss_name diff --git a/mmseg/models/losses/utils.py b/mmseg/models/losses/utils.py index f74efcf35c..0478034733 100644 --- a/mmseg/models/losses/utils.py +++ b/mmseg/models/losses/utils.py @@ -25,7 +25,7 @@ def get_class_weight(class_weight): return class_weight -def reduce_loss(loss, reduction): +def reduce_loss(loss, reduction) -> torch.Tensor: """Reduce loss as specified. Args: @@ -45,7 +45,10 @@ def reduce_loss(loss, reduction): return loss.sum() -def weight_reduce_loss(loss, weight=None, reduction='mean', avg_factor=None): +def weight_reduce_loss(loss, + weight=None, + reduction='mean', + avg_factor=None) -> torch.Tensor: """Apply element-wise weight and reduce loss. Args: diff --git a/mmseg/models/segmentors/encoder_decoder.py b/mmseg/models/segmentors/encoder_decoder.py index 370d0305fd..b68dab1e9c 100644 --- a/mmseg/models/segmentors/encoder_decoder.py +++ b/mmseg/models/segmentors/encoder_decoder.py @@ -33,7 +33,7 @@ class EncoderDecoder(BaseSegmentor): 2. The ``predict`` method is used to predict segmentation results, which includes two steps: (1) Run inference function to obtain the list of seg_logits (2) Call post-processing function to obtain list of - ``SegDataSampel`` including ``pred_sem_seg`` and ``seg_logits``. + ``SegDataSample`` including ``pred_sem_seg`` and ``seg_logits``. .. code:: text @@ -326,8 +326,9 @@ def inference(self, inputs: Tensor, batch_img_metas: List[dict]) -> Tensor: Tensor: The segmentation results, seg_logits from model of each input image. """ - - assert self.test_cfg.mode in ['slide', 'whole'] + assert self.test_cfg.get('mode', 'whole') in ['slide', 'whole'], \ + f'Only "slide" or "whole" test mode are supported, but got ' \ + f'{self.test_cfg["mode"]}.' ori_shape = batch_img_metas[0]['ori_shape'] assert all(_['ori_shape'] == ori_shape for _ in batch_img_metas) if self.test_cfg.mode == 'slide': diff --git a/mmseg/models/segmentors/seg_tta.py b/mmseg/models/segmentors/seg_tta.py index eacb6c00a9..5b8eb1d7b0 100644 --- a/mmseg/models/segmentors/seg_tta.py +++ b/mmseg/models/segmentors/seg_tta.py @@ -44,5 +44,6 @@ def merge_preds(self, data_samples_list: List[SampleList]) -> SampleList: 'pred_sem_seg': PixelData(data=seg_pred), 'gt_sem_seg': data_samples[0].gt_sem_seg }) + data_sample.set_metainfo({'img_path': data_samples[0].img_path}) predictions.append(data_sample) return predictions diff --git a/mmseg/version.py b/mmseg/version.py index 748e4cb495..3a632a31e8 100644 --- a/mmseg/version.py +++ b/mmseg/version.py @@ -1,6 +1,6 @@ # Copyright (c) Open-MMLab. All rights reserved. -__version__ = '1.0.0' +__version__ = '1.1.0' def parse_version_info(version_str): diff --git a/mmseg/visualization/local_visualizer.py b/mmseg/visualization/local_visualizer.py index 504004dfcb..0d693e5820 100644 --- a/mmseg/visualization/local_visualizer.py +++ b/mmseg/visualization/local_visualizer.py @@ -108,14 +108,14 @@ def _draw_sem_seg(self, image: np.ndarray, sem_seg: PixelData, colors = [palette[label] for label in labels] - self.set_image(image) - - # draw semantic masks + mask = np.zeros_like(image, dtype=np.uint8) for label, color in zip(labels, colors): - self.draw_binary_masks( - sem_seg == label, colors=[color], alphas=self.alpha) + mask[sem_seg[0] == label, :] = color - return self.get_image() + color_seg = (image * (1 - self.alpha) + mask * self.alpha).astype( + np.uint8) + self.set_image(color_seg) + return color_seg def set_dataset_meta(self, classes: Optional[List] = None, @@ -226,6 +226,6 @@ def add_datasample( self.show(drawn_img, win_name=name, wait_time=wait_time) if out_file is not None: - mmcv.imwrite(mmcv.bgr2rgb(drawn_img), out_file) + mmcv.imwrite(mmcv.rgb2bgr(drawn_img), out_file) else: self.add_image(name, drawn_img, step) diff --git a/model-index.yml b/model-index.yml index 5e87c386dd..3fe6a2e03d 100644 --- a/model-index.yml +++ b/model-index.yml @@ -8,11 +8,13 @@ Import: - configs/cgnet/metafile.yaml - configs/convnext/metafile.yaml - configs/danet/metafile.yaml +- configs/ddrnet/metafile.yaml - configs/deeplabv3/metafile.yaml - configs/deeplabv3plus/metafile.yaml - configs/dmnet/metafile.yaml - configs/dnlnet/metafile.yaml - configs/dpt/metafile.yaml +- configs/dsdl/metafile.yaml - configs/emanet/metafile.yaml - configs/encnet/metafile.yaml - configs/erfnet/metafile.yaml diff --git a/projects/XDecoder/README.md b/projects/XDecoder/README.md new file mode 100644 index 0000000000..3d55575c6b --- /dev/null +++ b/projects/XDecoder/README.md @@ -0,0 +1,17 @@ +# X-Decoder + +> [X-Decoder: Generalized Decoding for Pixel, Image, and Language](https://arxiv.org/pdf/2212.11270.pdf) + + + +## Abstract + +We present X-Decoder, a generalized decoding model that can predict pixel-level segmentation and language tokens seamlessly. X-Decodert takes as input two types of queries: (i) generic non-semantic queries and (ii) semantic queries induced from text inputs, to decode different pixel-level and token-level outputs in the same semantic space. With such a novel design, X-Decoder is the first work that provides a unified way to support all types of image segmentation and a variety of vision-language (VL) tasks. Further, our design enables seamless interactions across tasks at different granularities and brings mutual benefits by learning a common and rich pixel-level visual-semantic understanding space, without any pseudo-labeling. After pretraining on a mixed set of a limited amount of segmentation data and millions of image-text pairs, X-Decoder exhibits strong transferability to a wide range of downstream tasks in both zero-shot and finetuning settings. Notably, it achieves (1) state-of-the-art results on open-vocabulary segmentation and referring segmentation on eight datasets; (2) better or competitive finetuned performance to other generalist and specialist models on segmentation and VL tasks; and (3) flexibility for efficient finetuning and novel task composition (e.g., referring captioning and image editing). + +
+ +
+ +## Usage + +We implement it based on [mmdetection](https://github.com/open-mmlab/mmdetection/), please refer to [mmdetection/projects/XDecoder](https://github.com/open-mmlab/mmdetection/tree/main/projects/XDecoder) for more details. diff --git a/projects/gid_dataset/configs/_base_/datasets/gid.py b/projects/gid_dataset/configs/_base_/datasets/gid.py new file mode 100644 index 0000000000..f7218105f2 --- /dev/null +++ b/projects/gid_dataset/configs/_base_/datasets/gid.py @@ -0,0 +1,67 @@ +# dataset settings +dataset_type = 'GID_Dataset' # 注册的类名 +data_root = 'data/gid/' # 数据集根目录 +crop_size = (256, 256) # 图像裁剪大小 +train_pipeline = [ + dict(type='LoadImageFromFile'), # 从文件中加载图像 + dict(type='LoadAnnotations'), # 从文件中加载标注 + dict( + type='RandomResize', # 随机缩放 + scale=(512, 512), # 缩放尺寸 + ratio_range=(0.5, 2.0), # 缩放比例范围 + keep_ratio=True), # 是否保持长宽比 + dict(type='RandomCrop', crop_size=crop_size, cat_max_ratio=0.75), # 随机裁剪 + dict(type='RandomFlip', prob=0.5), # 随机翻转 + dict(type='PhotoMetricDistortion'), # 图像增强 + dict(type='PackSegInputs') # 打包数据 +] +test_pipeline = [ + dict(type='LoadImageFromFile'), # 从文件中加载图像 + dict(type='Resize', scale=(256, 256), keep_ratio=True), # 缩放 + # add loading annotation after ``Resize`` because ground truth + # does not need to do resize data transform + dict(type='LoadAnnotations'), # 从文件中加载标注 + dict(type='PackSegInputs') # 打包数据 +] +img_ratios = [0.5, 0.75, 1.0, 1.25, 1.5, 1.75] # 多尺度预测缩放比例 +tta_pipeline = [ # 多尺度测试 + dict(type='LoadImageFromFile', file_client_args=dict(backend='disk')), + dict( + type='TestTimeAug', + transforms=[ + [ + dict(type='Resize', scale_factor=r, keep_ratio=True) + for r in img_ratios + ], + [ + dict(type='RandomFlip', prob=0., direction='horizontal'), + dict(type='RandomFlip', prob=1., direction='horizontal') + ], [dict(type='LoadAnnotations')], [dict(type='PackSegInputs')] + ]) +] +train_dataloader = dict( # 训练数据加载器 + batch_size=2, # 训练时的数据批量大小 + num_workers=4, # 数据加载线程数 + persistent_workers=True, # 是否持久化线程 + sampler=dict(type='InfiniteSampler', shuffle=True), # 无限采样器 + dataset=dict( + type=dataset_type, # 数据集类名 + data_root=data_root, # 数据集根目录 + data_prefix=dict( + img_path='img_dir/train', + seg_map_path='ann_dir/train'), # 训练集图像和标注路径 + pipeline=train_pipeline)) +val_dataloader = dict( + batch_size=1, # 验证时的数据批量大小 + num_workers=4, # 数据加载线程数 + persistent_workers=True, + sampler=dict(type='DefaultSampler', shuffle=False), + dataset=dict( + type=dataset_type, + data_root=data_root, + data_prefix=dict(img_path='img_dir/val', seg_map_path='ann_dir/val'), + pipeline=test_pipeline)) +test_dataloader = val_dataloader + +val_evaluator = dict(type='IoUMetric', iou_metrics=['mIoU']) +test_evaluator = val_evaluator diff --git a/projects/gid_dataset/configs/deeplabv3plus_r101-d8_4xb2-240k_gid-256x256.py b/projects/gid_dataset/configs/deeplabv3plus_r101-d8_4xb2-240k_gid-256x256.py new file mode 100644 index 0000000000..70cb6005f8 --- /dev/null +++ b/projects/gid_dataset/configs/deeplabv3plus_r101-d8_4xb2-240k_gid-256x256.py @@ -0,0 +1,15 @@ +_base_ = [ + '../../../configs/_base_/models/deeplabv3plus_r50-d8.py', + './_base_/datasets/gid.py', '../../../configs/_base_/default_runtime.py', + '../../../configs/_base_/schedules/schedule_240k.py' +] +custom_imports = dict(imports=['projects.gid_dataset.mmseg.datasets.gid']) + +crop_size = (256, 256) +data_preprocessor = dict(size=crop_size) +model = dict( + data_preprocessor=data_preprocessor, + pretrained='open-mmlab://resnet101_v1c', + backbone=dict(depth=101), + decode_head=dict(num_classes=6), + auxiliary_head=dict(num_classes=6)) diff --git a/projects/gid_dataset/mmseg/datasets/gid.py b/projects/gid_dataset/mmseg/datasets/gid.py new file mode 100644 index 0000000000..a9e8c510b4 --- /dev/null +++ b/projects/gid_dataset/mmseg/datasets/gid.py @@ -0,0 +1,55 @@ +# Copyright (c) OpenMMLab. All rights reserved. +from mmseg.datasets.basesegdataset import BaseSegDataset +from mmseg.registry import DATASETS + + +# 注册数据集类 +@DATASETS.register_module() +class GID_Dataset(BaseSegDataset): + """Gaofen Image Dataset (GID) + + Dataset paper link: + https://www.sciencedirect.com/science/article/pii/S0034425719303414 + https://x-ytong.github.io/project/GID.html + + GID 6 classes: others, built-up, farmland, forest, meadow, water + + In this example, select 15 images from GID dataset as training set, + and select 5 images as validation set. + The selected images are listed as follows: + + GF2_PMS1__L1A0000647767-MSS1 + GF2_PMS1__L1A0001064454-MSS1 + GF2_PMS1__L1A0001348919-MSS1 + GF2_PMS1__L1A0001680851-MSS1 + GF2_PMS1__L1A0001680853-MSS1 + GF2_PMS1__L1A0001680857-MSS1 + GF2_PMS1__L1A0001757429-MSS1 + GF2_PMS2__L1A0000607681-MSS2 + GF2_PMS2__L1A0000635115-MSS2 + GF2_PMS2__L1A0000658637-MSS2 + GF2_PMS2__L1A0001206072-MSS2 + GF2_PMS2__L1A0001471436-MSS2 + GF2_PMS2__L1A0001642620-MSS2 + GF2_PMS2__L1A0001787089-MSS2 + GF2_PMS2__L1A0001838560-MSS2 + + The ``img_suffix`` is fixed to '.tif' and ``seg_map_suffix`` is + fixed to '.tif' for GID. + """ + METAINFO = dict( + classes=('Others', 'Built-up', 'Farmland', 'Forest', 'Meadow', + 'Water'), + palette=[[0, 0, 0], [255, 0, 0], [0, 255, 0], [0, 255, 255], + [255, 255, 0], [0, 0, 255]]) + + def __init__(self, + img_suffix='.png', + seg_map_suffix='.png', + reduce_zero_label=None, + **kwargs) -> None: + super().__init__( + img_suffix=img_suffix, + seg_map_suffix=seg_map_suffix, + reduce_zero_label=reduce_zero_label, + **kwargs) diff --git a/projects/gid_dataset/tools/dataset_converters/gid.py b/projects/gid_dataset/tools/dataset_converters/gid.py new file mode 100644 index 0000000000..d95654aa14 --- /dev/null +++ b/projects/gid_dataset/tools/dataset_converters/gid.py @@ -0,0 +1,181 @@ +import argparse +import glob +import math +import os +import os.path as osp + +import mmcv +import numpy as np +from mmengine.utils import ProgressBar, mkdir_or_exist + + +def parse_args(): + parser = argparse.ArgumentParser( + description='Convert GID dataset to mmsegmentation format') + parser.add_argument('dataset_img_path', help='GID images folder path') + parser.add_argument('dataset_label_path', help='GID labels folder path') + parser.add_argument('--tmp_dir', help='path of the temporary directory') + parser.add_argument( + '-o', '--out_dir', help='output path', default='data/gid') + parser.add_argument( + '--clip_size', + type=int, + help='clipped size of image after preparation', + default=256) + parser.add_argument( + '--stride_size', + type=int, + help='stride of clipping original images', + default=256) + args = parser.parse_args() + return args + + +GID_COLORMAP = dict( + Background=(0, 0, 0), # 0-背景-黑色 + Building=(255, 0, 0), # 1-建筑-红色 + Farmland=(0, 255, 0), # 2-农田-绿色 + Forest=(0, 0, 255), # 3-森林-蓝色 + Meadow=(255, 255, 0), # 4-草地-黄色 + Water=(0, 0, 255) # 5-水-蓝色 +) +palette = list(GID_COLORMAP.values()) +classes = list(GID_COLORMAP.keys()) + + +# 用列表来存一个 RGB 和一个类别的对应 +def colormap2label(palette): + colormap2label_list = np.zeros(256**3, dtype=np.longlong) + for i, colormap in enumerate(palette): + colormap2label_list[(colormap[0] * 256 + colormap[1]) * 256 + + colormap[2]] = i + return colormap2label_list + + +# 给定那个列表,和vis_png然后生成masks_png +def label_indices(RGB_label, colormap2label_list): + RGB_label = RGB_label.astype('int32') + idx = (RGB_label[:, :, 0] * 256 + + RGB_label[:, :, 1]) * 256 + RGB_label[:, :, 2] + return colormap2label_list[idx] + + +def RGB2mask(RGB_label, colormap2label_list): + mask_label = label_indices(RGB_label, colormap2label_list) + return mask_label + + +colormap2label_list = colormap2label(palette) + + +def clip_big_image(image_path, clip_save_dir, args, to_label=False): + """Original image of GID dataset is very large, thus pre-processing of them + is adopted. + + Given fixed clip size and stride size to generate + clipped image, the intersection of width and height is determined. + For example, given one 6800 x 7200 original image, the clip size is + 256 and stride size is 256, thus it would generate 29 x 27 = 783 images + whose size are all 256 x 256. + """ + + image = mmcv.imread(image_path, channel_order='rgb') + # image = mmcv.bgr2gray(image) + + h, w, c = image.shape + clip_size = args.clip_size + stride_size = args.stride_size + + num_rows = math.ceil((h - clip_size) / stride_size) if math.ceil( + (h - clip_size) / + stride_size) * stride_size + clip_size >= h else math.ceil( + (h - clip_size) / stride_size) + 1 + num_cols = math.ceil((w - clip_size) / stride_size) if math.ceil( + (w - clip_size) / + stride_size) * stride_size + clip_size >= w else math.ceil( + (w - clip_size) / stride_size) + 1 + + x, y = np.meshgrid(np.arange(num_cols + 1), np.arange(num_rows + 1)) + xmin = x * clip_size + ymin = y * clip_size + + xmin = xmin.ravel() + ymin = ymin.ravel() + xmin_offset = np.where(xmin + clip_size > w, w - xmin - clip_size, + np.zeros_like(xmin)) + ymin_offset = np.where(ymin + clip_size > h, h - ymin - clip_size, + np.zeros_like(ymin)) + boxes = np.stack([ + xmin + xmin_offset, ymin + ymin_offset, + np.minimum(xmin + clip_size, w), + np.minimum(ymin + clip_size, h) + ], + axis=1) + + if to_label: + image = RGB2mask(image, colormap2label_list) + + for count, box in enumerate(boxes): + start_x, start_y, end_x, end_y = box + clipped_image = image[start_y:end_y, + start_x:end_x] if to_label else image[ + start_y:end_y, start_x:end_x, :] + img_name = osp.basename(image_path).replace('.tif', '') + img_name = img_name.replace('_label', '') + if count % 3 == 0: + mmcv.imwrite( + clipped_image.astype(np.uint8), + osp.join( + clip_save_dir.replace('train', 'val'), + f'{img_name}_{start_x}_{start_y}_{end_x}_{end_y}.png')) + else: + mmcv.imwrite( + clipped_image.astype(np.uint8), + osp.join( + clip_save_dir, + f'{img_name}_{start_x}_{start_y}_{end_x}_{end_y}.png')) + count += 1 + + +def main(): + args = parse_args() + """ + According to this paper: https://ieeexplore.ieee.org/document/9343296/ + select 15 images contained in GID, , which cover the whole six + categories, to generate train set and validation set. + + """ + + if args.out_dir is None: + out_dir = osp.join('data', 'gid') + else: + out_dir = args.out_dir + + print('Making directories...') + mkdir_or_exist(osp.join(out_dir, 'img_dir', 'train')) + mkdir_or_exist(osp.join(out_dir, 'img_dir', 'val')) + mkdir_or_exist(osp.join(out_dir, 'ann_dir', 'train')) + mkdir_or_exist(osp.join(out_dir, 'ann_dir', 'val')) + + src_path_list = glob.glob(os.path.join(args.dataset_img_path, '*.tif')) + print(f'Find {len(src_path_list)} pictures') + + prog_bar = ProgressBar(len(src_path_list)) + + dst_img_dir = osp.join(out_dir, 'img_dir', 'train') + dst_label_dir = osp.join(out_dir, 'ann_dir', 'train') + + for i, img_path in enumerate(src_path_list): + label_path = osp.join( + args.dataset_label_path, + osp.basename(img_path.replace('.tif', '_label.tif'))) + + clip_big_image(img_path, dst_img_dir, args, to_label=False) + clip_big_image(label_path, dst_label_dir, args, to_label=True) + prog_bar.update() + + print('Done!') + + +if __name__ == '__main__': + main() diff --git a/projects/gid_dataset/tools/dataset_converters/gid_select15imgFromAll.py b/projects/gid_dataset/tools/dataset_converters/gid_select15imgFromAll.py new file mode 100644 index 0000000000..d3eeff2690 --- /dev/null +++ b/projects/gid_dataset/tools/dataset_converters/gid_select15imgFromAll.py @@ -0,0 +1,75 @@ +import argparse +import os +import shutil + +# select 15 images from GID dataset + +img_list = [ + 'GF2_PMS1__L1A0000647767-MSS1.tif', 'GF2_PMS1__L1A0001064454-MSS1.tif', + 'GF2_PMS1__L1A0001348919-MSS1.tif', 'GF2_PMS1__L1A0001680851-MSS1.tif', + 'GF2_PMS1__L1A0001680853-MSS1.tif', 'GF2_PMS1__L1A0001680857-MSS1.tif', + 'GF2_PMS1__L1A0001757429-MSS1.tif', 'GF2_PMS2__L1A0000607681-MSS2.tif', + 'GF2_PMS2__L1A0000635115-MSS2.tif', 'GF2_PMS2__L1A0000658637-MSS2.tif', + 'GF2_PMS2__L1A0001206072-MSS2.tif', 'GF2_PMS2__L1A0001471436-MSS2.tif', + 'GF2_PMS2__L1A0001642620-MSS2.tif', 'GF2_PMS2__L1A0001787089-MSS2.tif', + 'GF2_PMS2__L1A0001838560-MSS2.tif' +] + +labels_list = [ + 'GF2_PMS1__L1A0000647767-MSS1_label.tif', + 'GF2_PMS1__L1A0001064454-MSS1_label.tif', + 'GF2_PMS1__L1A0001348919-MSS1_label.tif', + 'GF2_PMS1__L1A0001680851-MSS1_label.tif', + 'GF2_PMS1__L1A0001680853-MSS1_label.tif', + 'GF2_PMS1__L1A0001680857-MSS1_label.tif', + 'GF2_PMS1__L1A0001757429-MSS1_label.tif', + 'GF2_PMS2__L1A0000607681-MSS2_label.tif', + 'GF2_PMS2__L1A0000635115-MSS2_label.tif', + 'GF2_PMS2__L1A0000658637-MSS2_label.tif', + 'GF2_PMS2__L1A0001206072-MSS2_label.tif', + 'GF2_PMS2__L1A0001471436-MSS2_label.tif', + 'GF2_PMS2__L1A0001642620-MSS2_label.tif', + 'GF2_PMS2__L1A0001787089-MSS2_label.tif', + 'GF2_PMS2__L1A0001838560-MSS2_label.tif' +] + + +def parse_args(): + parser = argparse.ArgumentParser( + description='From 150 images of GID dataset to select 15 images') + parser.add_argument('dataset_img_dir', help='150 GID images folder path') + parser.add_argument('dataset_label_dir', help='150 GID labels folder path') + + parser.add_argument('dest_img_dir', help='15 GID images folder path') + parser.add_argument('dest_label_dir', help='15 GID labels folder path') + + args = parser.parse_args() + + return args + + +def main(): + """This script is used to select 15 images from GID dataset, According to + paper: https://ieeexplore.ieee.org/document/9343296/""" + args = parse_args() + + img_path = args.dataset_img_dir + label_path = args.dataset_label_dir + + dest_img_dir = args.dest_img_dir + dest_label_dir = args.dest_label_dir + + # copy images of 'img_list' to 'desr_dir' + print('Copy images of img_list to desr_dir ing...') + for img in img_list: + shutil.copy(os.path.join(img_path, img), dest_img_dir) + print('Done!') + + print('copy labels of labels_list to desr_dir ing...') + for label in labels_list: + shutil.copy(os.path.join(label_path, label), dest_label_dir) + print('Done!') + + +if __name__ == '__main__': + main() diff --git a/projects/gid_dataset/user_guides/2_dataset_prepare.md b/projects/gid_dataset/user_guides/2_dataset_prepare.md new file mode 100644 index 0000000000..63bd4d46fc --- /dev/null +++ b/projects/gid_dataset/user_guides/2_dataset_prepare.md @@ -0,0 +1,53 @@ +## Gaofen Image Dataset (GID) + +- GID 数据集可在[此处](https://x-ytong.github.io/project/GID.html)进行下载。 +- GID 数据集包含 150 张 6800x7200 的大尺寸图像,标签为 RGB 标签。 +- 根据[文献](https://ieeexplore.ieee.org/document/9343296/),此处选择 15 张图像生成训练集和验证集,该 15 张图像包含了所有六类信息。所选的图像名称如下: + +```None + GF2_PMS1__L1A0000647767-MSS1 + GF2_PMS1__L1A0001064454-MSS1 + GF2_PMS1__L1A0001348919-MSS1 + GF2_PMS1__L1A0001680851-MSS1 + GF2_PMS1__L1A0001680853-MSS1 + GF2_PMS1__L1A0001680857-MSS1 + GF2_PMS1__L1A0001757429-MSS1 + GF2_PMS2__L1A0000607681-MSS2 + GF2_PMS2__L1A0000635115-MSS2 + GF2_PMS2__L1A0000658637-MSS2 + GF2_PMS2__L1A0001206072-MSS2 + GF2_PMS2__L1A0001471436-MSS2 + GF2_PMS2__L1A0001642620-MSS2 + GF2_PMS2__L1A0001787089-MSS2 + GF2_PMS2__L1A0001838560-MSS2 +``` + +这里也提供了一个脚本来方便的筛选出15张图像, + +``` +python projects/gid_dataset/tools/dataset_converters/gid_select15imgFromAll.py {150 张图像的路径} {150 张标签的路径} {15 张图像的路径} {15 张标签的路径} +``` + +在选择出 15 张图像后,执行以下命令进行裁切及标签的转换,需要修改为您所存储 15 张图像及标签的路径。 + +``` +python projects/gid_dataset/tools/dataset_converters/gid.py {15 张图像的路径} {15 张标签的路径} +``` + +完成裁切后的 GID 数据结构如下: + +```none +mmsegmentation +├── mmseg +├── tools +├── configs +├── data +│ ├── gid +│ │ ├── ann_dir +| │ │ │ ├── train +| │ │ │ ├── val +│ │ ├── img_dir +| │ │ │ ├── train +| │ │ │ ├── val + +``` diff --git a/projects/medical/2d_image/ct/cranium/README.md b/projects/medical/2d_image/ct/cranium/README.md new file mode 100644 index 0000000000..d3fa64ea40 --- /dev/null +++ b/projects/medical/2d_image/ct/cranium/README.md @@ -0,0 +1,142 @@ +# Brain CT Images with Intracranial Hemorrhage Masks (Cranium) + +## Description + +This project supports **`Brain CT Images with Intracranial Hemorrhage Masks (Cranium)`**, which can be downloaded from [here](https://www.kaggle.com/datasets/vbookshelf/computed-tomography-ct-images). + +### Dataset Overview + +This dataset consists of head CT (Computed Thomography) images in jpg format. There are 2500 brain window images and 2500 bone window images, for 82 patients. There are approximately 30 image slices per patient. 318 images have associated intracranial image masks. Also included are csv files containing hemorrhage diagnosis data and patient data. +This is version 1.0.0 of this dataset. A full description of this dataset as well as updated versions can be found here: +https://physionet.org/content/ct-ich/1.0.0/ + +### Statistic Information + +| Dataset Name | Anatomical Region | Task Type | Modality | Num. Classes | Train/Val/Test Images | Train/Val/Test Labeled | Release Date | License | +| ----------------------------------------------------------------------------------- | ----------------- | ------------ | -------- | ------------ | --------------------- | ---------------------- | ------------ | --------------------------------------------------------- | +| [Cranium](https://www.kaggle.com/datasets/vbookshelf/computed-tomography-ct-images) | head_and_neck | segmentation | ct | 2 | 2501/-/- | yes/-/- | 2020 | [CC-BY 4.0](https://creativecommons.org/licenses/by/4.0/) | + +| Class Name | Num. Train | Pct. Train | Num. Val | Pct. Val | Num. Test | Pct. Test | +| :--------: | :--------: | :--------: | :------: | :------: | :-------: | :-------: | +| background | 2501 | 99.93 | - | - | - | - | +| hemorrhage | 318 | 0.07 | - | - | - | - | + +Note: + +- `Pct` means percentage of pixels in this category in all pixels. + +### Visualization + +![cranium](https://raw.githubusercontent.com/uni-medical/medical-datasets-visualization/main/2d/semantic_seg/ct/cranium/cranium_dataset.png?raw=true) + +## Dataset Citation + +``` +@article{hssayeni2020computed, + title={Computed tomography images for intracranial hemorrhage detection and segmentation}, + author={Hssayeni, Murtadha and Croock, MS and Salman, AD and Al-khafaji, HF and Yahya, ZA and Ghoraani, B}, + journal={Intracranial Hemorrhage Segmentation Using A Deep Convolutional Model. Data}, + volume={5}, + number={1}, + pages={179}, + year={2020} +} +``` + +### Prerequisites + +- Python v3.8 +- PyTorch v1.10.0 +- pillow(PIL) v9.3.0 9.3.0 +- scikit-learn(sklearn) v1.2.0 1.2.0 +- [MIM](https://github.com/open-mmlab/mim) v0.3.4 +- [MMCV](https://github.com/open-mmlab/mmcv) v2.0.0rc4 +- [MMEngine](https://github.com/open-mmlab/mmengine) v0.2.0 or higher +- [MMSegmentation](https://github.com/open-mmlab/mmsegmentation) v1.0.0rc5 + +All the commands below rely on the correct configuration of `PYTHONPATH`, which should point to the project's directory so that Python can locate the module files. In `cranium/` root directory, run the following line to add the current directory to `PYTHONPATH`: + +```shell +export PYTHONPATH=`pwd`:$PYTHONPATH +``` + +### Dataset Preparing + +- download dataset from [here](https://www.kaggle.com/datasets/vbookshelf/computed-tomography-ct-images) and decompress data to path `'data/'`. +- run script `"python tools/prepare_dataset.py"` to format data and change folder structure as below. +- run script `"python ../../tools/split_seg_dataset.py"` to split dataset and generate `train.txt`, `val.txt` and `test.txt`. If the label of official validation set and test set cannot be obtained, we generate `train.txt` and `val.txt` from the training set randomly. + +```none + mmsegmentation + ├── mmseg + ├── projects + │ ├── medical + │ │ ├── 2d_image + │ │ │ ├── ct + │ │ │ │ ├── cranium + │ │ │ │ │ ├── configs + │ │ │ │ │ ├── datasets + │ │ │ │ │ ├── tools + │ │ │ │ │ ├── data + │ │ │ │ │ │ ├── train.txt + │ │ │ │ │ │ ├── val.txt + │ │ │ │ │ │ ├── images + │ │ │ │ │ │ │ ├── train + │ │ │ │ | │ │ │ ├── xxx.png + │ │ │ │ | │ │ │ ├── ... + │ │ │ │ | │ │ │ └── xxx.png + │ │ │ │ │ │ ├── masks + │ │ │ │ │ │ │ ├── train + │ │ │ │ | │ │ │ ├── xxx.png + │ │ │ │ | │ │ │ ├── ... + │ │ │ │ | │ │ │ └── xxx.png +``` + +### Divided Dataset Information + +***Note: The table information below is divided by ourselves.*** + +| Class Name | Num. Train | Pct. Train | Num. Val | Pct. Val | Num. Test | Pct. Test | +| :--------: | :--------: | :--------: | :------: | :------: | :-------: | :-------: | +| background | 2000 | 99.93 | 501 | 99.92 | - | - | +| hemorrhage | 260 | 0.07 | 260 | 0.08 | - | - | + +### Training commands + +To train models on a single server with one GPU. (default) + +```shell +mim train mmseg ./configs/${CONFIG_FILE} +``` + +### Testing commands + +To test models on a single server with one GPU. (default) + +```shell +mim test mmseg ./configs/${CONFIG_FILE} --checkpoint ${CHECKPOINT_PATH} +``` + +## Checklist + +- [x] Milestone 1: PR-ready, and acceptable to be one of the `projects/`. + + - [x] Finish the code + - [x] Basic docstrings & proper citation + - [ ] Test-time correctness + - [x] A full README + +- [ ] Milestone 2: Indicates a successful model implementation. + + - [ ] Training-time correctness + +- [ ] Milestone 3: Good to be a part of our core package! + + - [ ] Type hints and docstrings + - [ ] Unit tests + - [ ] Code polishing + - [ ] Metafile.yml + +- [ ] Move your modules into the core package following the codebase's file hierarchy structure. + +- [ ] Refactor your modules into the core package following the codebase's file hierarchy structure. diff --git a/projects/medical/2d_image/ct/cranium/configs/cranium_512x512.py b/projects/medical/2d_image/ct/cranium/configs/cranium_512x512.py new file mode 100644 index 0000000000..d9b44362a5 --- /dev/null +++ b/projects/medical/2d_image/ct/cranium/configs/cranium_512x512.py @@ -0,0 +1,42 @@ +dataset_type = 'CraniumDataset' +data_root = 'data/' +img_scale = (512, 512) +train_pipeline = [ + dict(type='LoadImageFromFile'), + dict(type='LoadAnnotations'), + dict(type='Resize', scale=img_scale, keep_ratio=False), + dict(type='RandomFlip', prob=0.5), + dict(type='PhotoMetricDistortion'), + dict(type='PackSegInputs') +] +test_pipeline = [ + dict(type='LoadImageFromFile'), + dict(type='Resize', scale=img_scale, keep_ratio=False), + dict(type='LoadAnnotations'), + dict(type='PackSegInputs') +] +train_dataloader = dict( + batch_size=16, + num_workers=4, + persistent_workers=True, + sampler=dict(type='InfiniteSampler', shuffle=True), + dataset=dict( + type=dataset_type, + data_root=data_root, + ann_file='train.txt', + data_prefix=dict(img_path='images/', seg_map_path='masks/'), + pipeline=train_pipeline)) +val_dataloader = dict( + batch_size=1, + num_workers=4, + persistent_workers=True, + sampler=dict(type='DefaultSampler', shuffle=False), + dataset=dict( + type=dataset_type, + data_root=data_root, + ann_file='val.txt', + data_prefix=dict(img_path='images/', seg_map_path='masks/'), + pipeline=test_pipeline)) +test_dataloader = val_dataloader +val_evaluator = dict(type='IoUMetric', iou_metrics=['mIoU', 'mDice']) +test_evaluator = dict(type='IoUMetric', iou_metrics=['mIoU', 'mDice']) diff --git a/projects/medical/2d_image/ct/cranium/configs/fcn-unet-s5-d16_unet-{use-sigmoid}_1xb16-0.01-20k_cranium-512x512.py b/projects/medical/2d_image/ct/cranium/configs/fcn-unet-s5-d16_unet-{use-sigmoid}_1xb16-0.01-20k_cranium-512x512.py new file mode 100644 index 0000000000..ac013a215a --- /dev/null +++ b/projects/medical/2d_image/ct/cranium/configs/fcn-unet-s5-d16_unet-{use-sigmoid}_1xb16-0.01-20k_cranium-512x512.py @@ -0,0 +1,18 @@ +_base_ = [ + 'mmseg::_base_/models/fcn_unet_s5-d16.py', './cranium_512x512.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.cranium_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.01) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict( + num_classes=2, loss_decode=dict(use_sigmoid=True), out_channels=1), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/ct/cranium/configs/fcn-unet-s5-d16_unet_1xb16-0.0001-20k_cranium-512x512.py b/projects/medical/2d_image/ct/cranium/configs/fcn-unet-s5-d16_unet_1xb16-0.0001-20k_cranium-512x512.py new file mode 100644 index 0000000000..c71110a21f --- /dev/null +++ b/projects/medical/2d_image/ct/cranium/configs/fcn-unet-s5-d16_unet_1xb16-0.0001-20k_cranium-512x512.py @@ -0,0 +1,17 @@ +_base_ = [ + 'mmseg::_base_/models/fcn_unet_s5-d16.py', './cranium_512x512.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.cranium_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.0001) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict(num_classes=2), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/ct/cranium/configs/fcn-unet-s5-d16_unet_1xb16-0.001-20k_cranium-512x512.py b/projects/medical/2d_image/ct/cranium/configs/fcn-unet-s5-d16_unet_1xb16-0.001-20k_cranium-512x512.py new file mode 100644 index 0000000000..abbdac285b --- /dev/null +++ b/projects/medical/2d_image/ct/cranium/configs/fcn-unet-s5-d16_unet_1xb16-0.001-20k_cranium-512x512.py @@ -0,0 +1,17 @@ +_base_ = [ + 'mmseg::_base_/models/fcn_unet_s5-d16.py', './cranium_512x512.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.cranium_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.001) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict(num_classes=2), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/ct/cranium/configs/fcn-unet-s5-d16_unet_1xb16-0.01-20k_cranium-512x512.py b/projects/medical/2d_image/ct/cranium/configs/fcn-unet-s5-d16_unet_1xb16-0.01-20k_cranium-512x512.py new file mode 100644 index 0000000000..418595268f --- /dev/null +++ b/projects/medical/2d_image/ct/cranium/configs/fcn-unet-s5-d16_unet_1xb16-0.01-20k_cranium-512x512.py @@ -0,0 +1,17 @@ +_base_ = [ + 'mmseg::_base_/models/fcn_unet_s5-d16.py', './cranium_512x512.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.cranium_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.01) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict(num_classes=2), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/ct/cranium/datasets/cranium_dataset.py b/projects/medical/2d_image/ct/cranium/datasets/cranium_dataset.py new file mode 100644 index 0000000000..d65f1cbfc6 --- /dev/null +++ b/projects/medical/2d_image/ct/cranium/datasets/cranium_dataset.py @@ -0,0 +1,31 @@ +from mmseg.datasets import BaseSegDataset +from mmseg.registry import DATASETS + + +@DATASETS.register_module() +class CraniumDataset(BaseSegDataset): + """CraniumDataset dataset. + + In segmentation map annotation for CraniumDataset, + 0 stands for background, which is included in 2 categories. + ``reduce_zero_label`` is fixed to False. The ``img_suffix`` + is fixed to '.png' and ``seg_map_suffix`` is fixed to '.png'. + + Args: + img_suffix (str): Suffix of images. Default: '.png' + seg_map_suffix (str): Suffix of segmentation maps. Default: '.png' + reduce_zero_label (bool): Whether to mark label zero as ignored. + Default to False. + """ + METAINFO = dict(classes=('background', 'hemorrhage')) + + def __init__(self, + img_suffix='.png', + seg_map_suffix='.png', + reduce_zero_label=False, + **kwargs) -> None: + super().__init__( + img_suffix=img_suffix, + seg_map_suffix=seg_map_suffix, + reduce_zero_label=reduce_zero_label, + **kwargs) diff --git a/projects/medical/2d_image/ct/cranium/tools/prepare_dataset.py b/projects/medical/2d_image/ct/cranium/tools/prepare_dataset.py new file mode 100644 index 0000000000..1aa4e43561 --- /dev/null +++ b/projects/medical/2d_image/ct/cranium/tools/prepare_dataset.py @@ -0,0 +1,66 @@ +import os + +import numpy as np +from PIL import Image + +root_path = 'data/' +img_suffix = '.png' +seg_map_suffix = '.png' +save_img_suffix = '.png' +save_seg_map_suffix = '.png' +tgt_img_dir = os.path.join(root_path, 'images/train/') +tgt_mask_dir = os.path.join(root_path, 'masks/train/') +os.system('mkdir -p ' + tgt_img_dir) +os.system('mkdir -p ' + tgt_mask_dir) + + +def read_single_array_from_pil(path): + return np.asarray(Image.open(path)) + + +def save_png_from_array(arr, save_path, mode=None): + Image.fromarray(arr, mode=mode).save(save_path) + + +def convert_label(img, convert_dict): + arr = np.zeros_like(img, dtype=np.uint8) + for c, i in convert_dict.items(): + arr[img == c] = i + return arr + + +patients_dir = os.path.join( + root_path, 'Cranium/computed-tomography-images-for-' + + 'intracranial-hemorrhage-detection-and-segmentation-1.0.0' + + '/Patients_CT') + +patients = sorted(os.listdir(patients_dir)) +for p in patients: + data_dir = os.path.join(patients_dir, p, 'brain') + file_names = os.listdir(data_dir) + img_w_mask_names = [ + _.replace('_HGE_Seg', '') for _ in file_names if 'Seg' in _ + ] + img_wo_mask_names = [ + _ for _ in file_names if _ not in img_w_mask_names and 'Seg' not in _ + ] + + for file_name in file_names: + path = os.path.join(data_dir, file_name) + img = read_single_array_from_pil(path) + tgt_name = file_name.replace('.jpg', img_suffix) + tgt_name = p + '_' + tgt_name + if 'Seg' in file_name: # is a mask + tgt_name = tgt_name.replace('_HGE_Seg', '') + mask_path = os.path.join(tgt_mask_dir, tgt_name) + mask = convert_label(img, convert_dict={0: 0, 255: 1}) + save_png_from_array(mask, mask_path) + else: + img_path = os.path.join(tgt_img_dir, tgt_name) + pil = Image.fromarray(img).convert('RGB') + pil.save(img_path) + + if file_name in img_wo_mask_names: + mask = np.zeros_like(img, dtype=np.uint8) + mask_path = os.path.join(tgt_mask_dir, tgt_name) + save_png_from_array(mask, mask_path) diff --git a/projects/medical/2d_image/dermoscopy/isic2016_task1/README.md b/projects/medical/2d_image/dermoscopy/isic2016_task1/README.md new file mode 100644 index 0000000000..6e44e415ed --- /dev/null +++ b/projects/medical/2d_image/dermoscopy/isic2016_task1/README.md @@ -0,0 +1,149 @@ +# ISIC-2016 Task1 + +## Description + +This project support **`ISIC-2016 Task1 `**, and the dataset used in this project can be downloaded from [here](https://challenge.isic-archive.com/data/#2016). + +### Dataset Overview + +The overarching goal of the challenge is to develop image analysis tools to enable the automated diagnosis of melanoma from dermoscopic images. + +This challenge provides training data (~900 images) for participants to engage in all 3 components of lesion image analysis. A separate test dataset (~350 images) will be provided for participants to generate and submit automated results. + +### Original Statistic Information + +| Dataset name | Anatomical region | Task type | Modality | Num. Classes | Train/Val/Test Images | Train/Val/Test Labeled | Release Date | License | +| ---------------------------------------------------------------- | ----------------- | ------------ | ---------- | ------------ | --------------------- | ---------------------- | ------------ | ---------------------------------------------------------------------- | +| [ISIC-2016 Task1](https://challenge.isic-archive.com/data/#2016) | full body | segmentation | dermoscopy | 2 | 900/-/379- | yes/-/yes | 2016 | [CC-0](https://creativecommons.org/share-your-work/public-domain/cc0/) | + +| Class Name | Num. Train | Pct. Train | Num. Val | Pct. Val | Num. Test | Pct. Test | +| :---------: | :--------: | :--------: | :------: | :------: | :-------: | :-------: | +| background | 900 | 82.08 | - | - | 379 | 81.98 | +| skin lesion | 900 | 17.92 | - | - | 379 | 18.02 | + +Note: + +- `Pct` means percentage of pixels in this category in all pixels. + +### Visualization + +![bac](https://raw.githubusercontent.com/uni-medical/medical-datasets-visualization/main/2d/semantic_seg/dermoscopy/isic2016_task1/isic2016_task1.png) + +### Prerequisites + +- Python 3.8 +- PyTorch 1.10.0 +- pillow(PIL) 9.3.0 +- scikit-learn(sklearn) 1.2.0 +- [MIM](https://github.com/open-mmlab/mim) v0.3.4 +- [MMCV](https://github.com/open-mmlab/mmcv) v2.0.0rc4 +- [MMEngine](https://github.com/open-mmlab/mmengine) v0.2.0 or higher +- [MMSegmentation](https://github.com/open-mmlab/mmsegmentation) v1.0.0rc5 + +All the commands below rely on the correct configuration of PYTHONPATH, which should point to the project's directory so that Python can locate the module files. In isic2016_task1/ root directory, run the following line to add the current directory to PYTHONPATH: + +```shell +export PYTHONPATH=`pwd`:$PYTHONPATH +``` + +### Dataset preparing + +- download dataset from [here](https://challenge.isic-archive.com/data/#2016) and decompression data to path 'data/'. +- run script `"python tools/prepare_dataset.py"` to split dataset and change folder structure as below. +- run script `"python ../../tools/split_seg_dataset.py"` to split dataset and generate `train.txt` and `test.txt`. If the label of official validation set and test set can't be obtained, we generate `train.txt` and `val.txt` from the training set randomly. + +```none + mmsegmentation + ├── mmseg + ├── projects + │ ├── medical + │ │ ├── 2d_image + │ │ │ ├── dermoscopy + │ │ │ │ ├── isic2016_task1 + │ │ │ │ │ ├── configs + │ │ │ │ │ ├── datasets + │ │ │ │ │ ├── tools + │ │ │ │ │ ├── data + │ │ │ │ │ │ ├── train.txt + │ │ │ │ │ │ ├── test.txt + │ │ │ │ │ │ ├── images + │ │ │ │ │ │ │ ├── train + │ │ │ │ | │ │ │ ├── xxx.png + │ │ │ │ | │ │ │ ├── ... + │ │ │ │ | │   │   │ └── xxx.png + │ │ │ │ │ │ │ ├── test + │ │ │ │ | │ │ │ ├── yyy.png + │ │ │ │ | │ │ │ ├── ... + │ │ │ │ | │   │   │ └── yyy.png + │ │ │ │ │ │ ├── masks + │ │ │ │ │ │ │ ├── train + │ │ │ │ | │ │ │ ├── xxx.png + │ │ │ │ | │ │ │ ├── ... + │ │ │ │ | │   │   │ └── xxx.png + │ │ │ │ │ │ │ ├── test + │ │ │ │ | │ │ │ ├── yyy.png + │ │ │ │ | │ │ │ ├── ... + │ │ │ │ | │   │   │ └── yyy.png +``` + +### Training commands + +```shell +mim train mmseg ./configs/${CONFIG_PATH} +``` + +To train on multiple GPUs, e.g. 8 GPUs, run the following command: + +```shell +mim train mmseg ./configs/${CONFIG_PATH} --launcher pytorch --gpus 8 +``` + +### Testing commands + +```shell +mim test mmseg ./configs/${CONFIG_PATH} --checkpoint ${CHECKPOINT_PATH} +``` + + + +## Results + +### ISIC-2016 Task1 + +| Method | Backbone | Crop Size | lr | mIoU | mDice | config | +| :-------------: | :------: | :-------: | :----: | :--: | :---: | :---------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------: | +| fcn_unet_s5-d16 | unet | 512x512 | 0.01 | - | - | [config](https://github.com/open-mmlab/mmsegmentation/tree/dev-1.x/projects/medical/2d_image/dermoscopy/isic2016_task1/configs/fcn-unet-s5-d16_unet_1xb16-0.01-20k_isic2016-task1-512x512.py) | +| fcn_unet_s5-d16 | unet | 512x512 | 0.001 | - | - | [config](https://github.com/open-mmlab/mmsegmentation/tree/dev-1.x/projects/medical/2d_image/dermoscopy/isic2016_task1/configs/fcn-unet-s5-d16_unet_1xb16-0.001-20k_isic2016-task1-512x512.py) | +| fcn_unet_s5-d16 | unet | 512x512 | 0.0001 | - | - | [config](https://github.com/open-mmlab/mmsegmentation/tree/dev-1.x/projects/medical/2d_image/dermoscopy/isic2016_task1/configs/fcn-unet-s5-d16_unet_1xb16-0.0001-20k_isic2016-task1-512x512.py) | + +## Checklist + +- [x] Milestone 1: PR-ready, and acceptable to be one of the `projects/`. + + - [x] Finish the code + + - [x] Basic docstrings & proper citation + + - [x] Test-time correctness + + - [x] A full README + +- [x] Milestone 2: Indicates a successful model implementation. + + - [x] Training-time correctness + +- [ ] Milestone 3: Good to be a part of our core package! + + - [ ] Type hints and docstrings + + - [ ] Unit tests + + - [ ] Code polishing + + - [ ] Metafile.yml + +- [ ] Move your modules into the core package following the codebase's file hierarchy structure. + +- [ ] Refactor your modules into the core package following the codebase's file hierarchy structure. diff --git a/projects/medical/2d_image/dermoscopy/isic2016_task1/configs/fcn-unet-s5-d16_unet_1xb16-0.0001-20k_isic2016-task1-512x512.py b/projects/medical/2d_image/dermoscopy/isic2016_task1/configs/fcn-unet-s5-d16_unet_1xb16-0.0001-20k_isic2016-task1-512x512.py new file mode 100644 index 0000000000..5638de4d56 --- /dev/null +++ b/projects/medical/2d_image/dermoscopy/isic2016_task1/configs/fcn-unet-s5-d16_unet_1xb16-0.0001-20k_isic2016-task1-512x512.py @@ -0,0 +1,17 @@ +_base_ = [ + 'mmseg::_base_/models/fcn_unet_s5-d16.py', './isic2016-task1_512x512.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.isic2016-task1_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.0001) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict(num_classes=2), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/dermoscopy/isic2016_task1/configs/fcn-unet-s5-d16_unet_1xb16-0.001-20k_isic2016-task1-512x512.py b/projects/medical/2d_image/dermoscopy/isic2016_task1/configs/fcn-unet-s5-d16_unet_1xb16-0.001-20k_isic2016-task1-512x512.py new file mode 100644 index 0000000000..bf17faa538 --- /dev/null +++ b/projects/medical/2d_image/dermoscopy/isic2016_task1/configs/fcn-unet-s5-d16_unet_1xb16-0.001-20k_isic2016-task1-512x512.py @@ -0,0 +1,17 @@ +_base_ = [ + 'mmseg::_base_/models/fcn_unet_s5-d16.py', './isic2016-task1_512x512.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.isic2016-task1_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.001) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict(num_classes=2), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/dermoscopy/isic2016_task1/configs/fcn-unet-s5-d16_unet_1xb16-0.01-20k_isic2016-task1-512x512.py b/projects/medical/2d_image/dermoscopy/isic2016_task1/configs/fcn-unet-s5-d16_unet_1xb16-0.01-20k_isic2016-task1-512x512.py new file mode 100644 index 0000000000..f7bfcf6158 --- /dev/null +++ b/projects/medical/2d_image/dermoscopy/isic2016_task1/configs/fcn-unet-s5-d16_unet_1xb16-0.01-20k_isic2016-task1-512x512.py @@ -0,0 +1,17 @@ +_base_ = [ + 'mmseg::_base_/models/fcn_unet_s5-d16.py', './isic2016-task1_512x512.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.isic2016-task1_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.01) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict(num_classes=2), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/dermoscopy/isic2016_task1/configs/isic2016-task1_512x512.py b/projects/medical/2d_image/dermoscopy/isic2016_task1/configs/isic2016-task1_512x512.py new file mode 100644 index 0000000000..029f5d4d7e --- /dev/null +++ b/projects/medical/2d_image/dermoscopy/isic2016_task1/configs/isic2016-task1_512x512.py @@ -0,0 +1,42 @@ +dataset_type = 'ISIC2017Task1' +data_root = 'data/' +img_scale = (512, 512) +train_pipeline = [ + dict(type='LoadImageFromFile'), + dict(type='LoadAnnotations'), + dict(type='Resize', scale=img_scale, keep_ratio=False), + dict(type='RandomFlip', prob=0.5), + dict(type='PhotoMetricDistortion'), + dict(type='PackSegInputs') +] +test_pipeline = [ + dict(type='LoadImageFromFile'), + dict(type='Resize', scale=img_scale, keep_ratio=False), + dict(type='LoadAnnotations'), + dict(type='PackSegInputs') +] +train_dataloader = dict( + batch_size=16, + num_workers=4, + persistent_workers=True, + sampler=dict(type='InfiniteSampler', shuffle=True), + dataset=dict( + type=dataset_type, + data_root=data_root, + ann_file='train.txt', + data_prefix=dict(img_path='images/', seg_map_path='masks/'), + pipeline=train_pipeline)) +val_dataloader = dict( + batch_size=1, + num_workers=4, + persistent_workers=True, + sampler=dict(type='DefaultSampler', shuffle=False), + dataset=dict( + type=dataset_type, + data_root=data_root, + ann_file='test.txt', + data_prefix=dict(img_path='images/', seg_map_path='masks/'), + pipeline=test_pipeline)) +test_dataloader = val_dataloader +val_evaluator = dict(type='IoUMetric', iou_metrics=['mIoU', 'mDice']) +test_evaluator = dict(type='IoUMetric', iou_metrics=['mIoU', 'mDice']) diff --git a/projects/medical/2d_image/dermoscopy/isic2016_task1/datasets/isic2016-task1_dataset.py b/projects/medical/2d_image/dermoscopy/isic2016_task1/datasets/isic2016-task1_dataset.py new file mode 100644 index 0000000000..8f11bdd0ba --- /dev/null +++ b/projects/medical/2d_image/dermoscopy/isic2016_task1/datasets/isic2016-task1_dataset.py @@ -0,0 +1,30 @@ +from mmseg.datasets import BaseSegDataset +from mmseg.registry import DATASETS + + +@DATASETS.register_module() +class ISIC2017Task1(BaseSegDataset): + """ISIC2017Task1 dataset. + + In segmentation map annotation for ISIC2017Task1, + ``reduce_zero_label`` is fixed to False. The ``img_suffix`` + is fixed to '.png' and ``seg_map_suffix`` is fixed to '.png'. + + Args: + img_suffix (str): Suffix of images. Default: '.png' + seg_map_suffix (str): Suffix of segmentation maps. Default: '.png' + reduce_zero_label (bool): Whether to mark label zero as ignored. + Default to False. + """ + METAINFO = dict(classes=('normal', 'skin lesion')) + + def __init__(self, + img_suffix='.png', + seg_map_suffix='.png', + reduce_zero_label=False, + **kwargs) -> None: + super().__init__( + img_suffix=img_suffix, + seg_map_suffix=seg_map_suffix, + reduce_zero_label=reduce_zero_label, + **kwargs) diff --git a/projects/medical/2d_image/dermoscopy/isic2016_task1/tools/prepare_dataset.py b/projects/medical/2d_image/dermoscopy/isic2016_task1/tools/prepare_dataset.py new file mode 100755 index 0000000000..ef4dad5408 --- /dev/null +++ b/projects/medical/2d_image/dermoscopy/isic2016_task1/tools/prepare_dataset.py @@ -0,0 +1,120 @@ +import glob +import os +import shutil + +import numpy as np +from PIL import Image + + +def check_maskid(train_imgs): + for i in train_masks: + img = Image.open(i) + print(np.unique(np.array(img))) + + +def reformulate_file(image_list, mask_list): + file_list = [] + for idx, (imgp, + maskp) in enumerate(zip(sorted(image_list), sorted(mask_list))): + item = {'image': imgp, 'label': maskp} + file_list.append(item) + return file_list + + +def check_file_exist(pair_list): + rel_path = os.getcwd() + for idx, sample in enumerate(pair_list): + image_path = sample['image'] + assert os.path.exists(os.path.join(rel_path, image_path)) + if 'label' in sample: + mask_path = sample['label'] + assert os.path.exists(os.path.join(rel_path, mask_path)) + print('all file path ok!') + + +def convert_maskid(mask): + # add mask id conversion + arr_mask = np.array(mask).astype(np.uint8) + arr_mask[arr_mask == 255] = 1 + return Image.fromarray(arr_mask) + + +def process_dataset(file_lists, part_dir_dict): + for ith, part in enumerate(file_lists): + part_dir = part_dir_dict[ith] + for sample in part: + # read image and mask + image_path = sample['image'] + if 'label' in sample: + mask_path = sample['label'] + + basename = os.path.basename(image_path) + targetname = basename.split('.')[0] # from image name + + # check image file + img_save_path = os.path.join(root_path, 'images', part_dir, + targetname + save_img_suffix) + if not os.path.exists(img_save_path): + if not image_path.endswith('.png'): + src = Image.open(image_path) + src.save(img_save_path) + else: + shutil.copy(image_path, img_save_path) + + if mask_path is not None: + mask_save_path = os.path.join(root_path, 'masks', part_dir, + targetname + save_seg_map_suffix) + if not os.path.exists(mask_save_path): + # check mask file + mask = Image.open(mask_path).convert('L') + # convert mask id + mask = convert_maskid(mask) + if not mask_path.endswith('.png'): + mask.save(mask_save_path) + else: + mask.save(mask_save_path) + + # print image num + part_dir_folder = os.path.join(root_path, 'images', part_dir) + print( + f'{part_dir} has {len(os.listdir(part_dir_folder))} images completed!' # noqa + ) + + +if __name__ == '__main__': + + root_path = 'data/' # original file + img_suffix = '.jpg' + seg_map_suffix = '.png' + save_img_suffix = '.png' + save_seg_map_suffix = '.png' + + train_imgs = glob.glob('data/ISBI2016_ISIC_Part1_Training_Data/*' # noqa + + img_suffix) + train_masks = glob.glob( + 'data/ISBI2016_ISIC_Part1_Training_GroundTruth/*' # noqa + + seg_map_suffix) + + test_imgs = glob.glob('data/ISBI2016_ISIC_Part1_Test_Data/*' + img_suffix) + test_masks = glob.glob( + 'data/ISBI2016_ISIC_Part1_Test_GroundTruth/*' # noqa + + seg_map_suffix) + + assert len(train_imgs) == len(train_masks) + assert len(test_imgs) == len(test_masks) + + print(f'training images: {len(train_imgs)}, test images: {len(test_imgs)}') + + os.system('mkdir -p ' + root_path + 'images/train/') + os.system('mkdir -p ' + root_path + 'images/test/') + os.system('mkdir -p ' + root_path + 'masks/train/') + os.system('mkdir -p ' + root_path + 'masks/test/') + + train_pair_list = reformulate_file(train_imgs, train_masks) + test_pair_list = reformulate_file(test_imgs, test_masks) + + check_file_exist(train_pair_list) + check_file_exist(test_pair_list) + + part_dir_dict = {0: 'train/', 1: 'test/'} + process_dataset([train_pair_list, test_pair_list], part_dir_dict) diff --git a/projects/medical/2d_image/dermoscopy/isic2017_task1/README.md b/projects/medical/2d_image/dermoscopy/isic2017_task1/README.md new file mode 100644 index 0000000000..c7cc27096b --- /dev/null +++ b/projects/medical/2d_image/dermoscopy/isic2017_task1/README.md @@ -0,0 +1,158 @@ +# ISIC-2017 Task1 + +## Description + +This project support **`ISIC-2017 Task1 `**, and the dataset used in this project can be downloaded from [here](https://challenge.isic-archive.com/data/#2017). + +### Dataset Overview + +The goal of the challenge is to help participants develop image analysis tools to enable the automated diagnosis of melanoma from dermoscopic images. + +This challenge provides training data (~2000 images) for participants to engage in all 3 components of lesion image analysis. A separate public validation dataset (~150 images) and blind held-out test dataset (~600 images) will be provided for participants to generate and submit automated results. + +### Original Statistic Information + +| Dataset name | Anatomical region | Task type | Modality | Num. Classes | Train/Val/Test Images | Train/Val/Test Labeled | Release Date | License | +| ---------------------------------------------------------------- | ----------------- | ------------ | ---------- | ------------ | --------------------- | ---------------------- | ------------ | ---------------------------------------------------------------------- | +| [ISIC-2017 Task1](https://challenge.isic-archive.com/data/#2017) | full body | segmentation | dermoscopy | 2 | 2000/150/600 | yes/yes/yes | 2017 | [CC-0](https://creativecommons.org/share-your-work/public-domain/cc0/) | + +| Class Name | Num. Train | Pct. Train | Num. Val | Pct. Val | Num. Test | Pct. Test | +| :---------: | :--------: | :--------: | :------: | :------: | :-------: | :-------: | +| normal | 2000 | 82.86 | 150 | 73.88 | 600 | 70.62 | +| skin lesion | 2000 | 17.14 | 150 | 26.12 | 600 | 29.38 | + +Note: + +- `Pct` means percentage of pixels in this category in all pixels. + +### Visualization + +![bac](https://raw.githubusercontent.com/uni-medical/medical-datasets-visualization/main/2d/semantic_seg/dermoscopy/isic2017_task1/isic2017_task1.png) + +### Prerequisites + +- Python 3.8 +- PyTorch 1.10.0 +- pillow(PIL) 9.3.0 +- scikit-learn(sklearn) 1.2.0 +- [MIM](https://github.com/open-mmlab/mim) v0.3.4 +- [MMCV](https://github.com/open-mmlab/mmcv) v2.0.0rc4 +- [MMEngine](https://github.com/open-mmlab/mmengine) v0.2.0 or higher +- [MMSegmentation](https://github.com/open-mmlab/mmsegmentation) v1.0.0rc5 + +All the commands below rely on the correct configuration of PYTHONPATH, which should point to the project's directory so that Python can locate the module files. In isic2017_task1/ root directory, run the following line to add the current directory to PYTHONPATH: + +```shell +export PYTHONPATH=`pwd`:$PYTHONPATH +``` + +### Dataset preparing + +- download dataset from [here](https://challenge.isic-archive.com/data/#2017) and decompression data to path 'data/'. +- run script `"python tools/prepare_dataset.py"` to split dataset and change folder structure as below. +- run script `"python ../../tools/split_seg_dataset.py"` to split dataset and generate `train.txt` and `test.txt`. If the label of official validation set and test set can't be obtained, we generate `train.txt` and `val.txt` from the training set randomly. + +```none + mmsegmentation + ├── mmseg + ├── projects + │ ├── medical + │ │ ├── 2d_image + │ │ │ ├── dermoscopy + │ │ │ │ ├── isic2017_task1 + │ │ │ │ │ ├── configs + │ │ │ │ │ ├── datasets + │ │ │ │ │ ├── tools + │ │ │ │ │ ├── data + │ │ │ │ │ │ ├── train.txt + │ │ │ │ │ │ ├── val.txt + │ │ │ │ │ │ ├── test.txt + │ │ │ │ │ │ ├── images + │ │ │ │ │ │ │ ├── train + │ │ │ │ | │ │ │ ├── xxx.png + │ │ │ │ | │ │ │ ├── ... + │ │ │ │ | │   │   │ └── xxx.png + │ │ │ │ │ │ │ ├── val + │ │ │ │ | │ │ │ ├── yyy.png + │ │ │ │ | │ │ │ ├── ... + │ │ │ │ | │   │   │ └── yyy.png + │ │ │ │ │ │ │ ├── test + │ │ │ │ | │ │ │ ├── yyy.png + │ │ │ │ | │ │ │ ├── ... + │ │ │ │ | │   │   │ └── yyy.png + │ │ │ │ │ │ ├── masks + │ │ │ │ │ │ │ ├── train + │ │ │ │ | │ │ │ ├── xxx.png + │ │ │ │ | │ │ │ ├── ... + │ │ │ │ | │   │   │ └── xxx.png + │ │ │ │ │ │ │ ├── val + │ │ │ │ | │ │ │ ├── yyy.png + │ │ │ │ | │ │ │ ├── ... + │ │ │ │ | │   │   │ └── yyy.png + │ │ │ │ │ │ │ ├── test + │ │ │ │ | │ │ │ ├── yyy.png + │ │ │ │ | │ │ │ ├── ... + │ │ │ │ | │   │   │ └── yyy.png +``` + +### Training commands + +```shell +mim train mmseg ./configs/${CONFIG_PATH} +``` + +To train on multiple GPUs, e.g. 8 GPUs, run the following command: + +```shell +mim train mmseg ./configs/${CONFIG_PATH} --launcher pytorch --gpus 8 +``` + +### Testing commands + +```shell +mim test mmseg ./configs/${CONFIG_PATH} --checkpoint ${CHECKPOINT_PATH} +``` + + + +## Results + +### ISIC-2017 Task1 + +| Method | Backbone | Crop Size | lr | mIoU | mDice | config | +| :-------------: | :------: | :-------: | :----: | :--: | :---: | :---------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------: | +| fcn_unet_s5-d16 | unet | 512x512 | 0.01 | - | - | [config](https://github.com/open-mmlab/mmsegmentation/tree/dev-1.x/projects/medical/2d_image/dermoscopy/isic2017_task1/configs/fcn-unet-s5-d16_unet_1xb16-0.01-20k_isic2017-task1-512x512.py) | +| fcn_unet_s5-d16 | unet | 512x512 | 0.001 | - | - | [config](https://github.com/open-mmlab/mmsegmentation/tree/dev-1.x/projects/medical/2d_image/dermoscopy/isic2017_task1/configs/fcn-unet-s5-d16_unet_1xb16-0.001-20k_isic2017-task1-512x512.py) | +| fcn_unet_s5-d16 | unet | 512x512 | 0.0001 | - | - | [config](https://github.com/open-mmlab/mmsegmentation/tree/dev-1.x/projects/medical/2d_image/dermoscopy/isic2017_task1/configs/fcn-unet-s5-d16_unet_1xb16-0.0001-20k_isic2017-task1-512x512.py) | + +## Checklist + +- [x] Milestone 1: PR-ready, and acceptable to be one of the `projects/`. + + - [x] Finish the code + + - [x] Basic docstrings & proper citation + + - [ ] Test-time correctness + + - [x] A full README + +- [ ] Milestone 2: Indicates a successful model implementation. + + - [ ] Training-time correctness + +- [ ] Milestone 3: Good to be a part of our core package! + + - [ ] Type hints and docstrings + + - [ ] Unit tests + + - [ ] Code polishing + + - [ ] Metafile.yml + +- [ ] Move your modules into the core package following the codebase's file hierarchy structure. + +- [ ] Refactor your modules into the core package following the codebase's file hierarchy structure. diff --git a/projects/medical/2d_image/dermoscopy/isic2017_task1/configs/fcn-unet-s5-d16_unet_1xb16-0.0001-20k_isic2017-task1-512x512.py b/projects/medical/2d_image/dermoscopy/isic2017_task1/configs/fcn-unet-s5-d16_unet_1xb16-0.0001-20k_isic2017-task1-512x512.py new file mode 100644 index 0000000000..58d0a125d3 --- /dev/null +++ b/projects/medical/2d_image/dermoscopy/isic2017_task1/configs/fcn-unet-s5-d16_unet_1xb16-0.0001-20k_isic2017-task1-512x512.py @@ -0,0 +1,17 @@ +_base_ = [ + 'mmseg::_base_/models/fcn_unet_s5-d16.py', './isic2017-task1_512x512.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.isic2017-task1_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.0001) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict(num_classes=2), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/dermoscopy/isic2017_task1/configs/fcn-unet-s5-d16_unet_1xb16-0.001-20k_isic2017-task1-512x512.py b/projects/medical/2d_image/dermoscopy/isic2017_task1/configs/fcn-unet-s5-d16_unet_1xb16-0.001-20k_isic2017-task1-512x512.py new file mode 100644 index 0000000000..3becacf64f --- /dev/null +++ b/projects/medical/2d_image/dermoscopy/isic2017_task1/configs/fcn-unet-s5-d16_unet_1xb16-0.001-20k_isic2017-task1-512x512.py @@ -0,0 +1,17 @@ +_base_ = [ + 'mmseg::_base_/models/fcn_unet_s5-d16.py', './isic2017-task1_512x512.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.isic2017-task1_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.001) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict(num_classes=2), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/dermoscopy/isic2017_task1/configs/fcn-unet-s5-d16_unet_1xb16-0.01-20k_isic2017-task1-512x512.py b/projects/medical/2d_image/dermoscopy/isic2017_task1/configs/fcn-unet-s5-d16_unet_1xb16-0.01-20k_isic2017-task1-512x512.py new file mode 100644 index 0000000000..654ef4dc3d --- /dev/null +++ b/projects/medical/2d_image/dermoscopy/isic2017_task1/configs/fcn-unet-s5-d16_unet_1xb16-0.01-20k_isic2017-task1-512x512.py @@ -0,0 +1,17 @@ +_base_ = [ + 'mmseg::_base_/models/fcn_unet_s5-d16.py', './isic2017-task1_512x512.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.isic2017-task1_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.01) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict(num_classes=2), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/dermoscopy/isic2017_task1/configs/isic2017-task1_512x512.py b/projects/medical/2d_image/dermoscopy/isic2017_task1/configs/isic2017-task1_512x512.py new file mode 100644 index 0000000000..95997a1099 --- /dev/null +++ b/projects/medical/2d_image/dermoscopy/isic2017_task1/configs/isic2017-task1_512x512.py @@ -0,0 +1,41 @@ +dataset_type = 'ISIC2017Task1' +data_root = 'data/' +img_scale = (512, 512) +train_pipeline = [ + dict(type='LoadImageFromFile'), + dict(type='LoadAnnotations'), + dict(type='Resize', scale=img_scale, keep_ratio=False), + dict(type='RandomFlip', prob=0.5), + dict(type='PhotoMetricDistortion'), + dict(type='PackSegInputs') +] +test_pipeline = [ + dict(type='LoadImageFromFile'), + dict(type='Resize', scale=img_scale, keep_ratio=False), + dict(type='LoadAnnotations'), + dict(type='PackSegInputs') +] +train_dataloader = dict( + batch_size=16, + num_workers=4, + persistent_workers=True, + sampler=dict(type='InfiniteSampler', shuffle=True), + dataset=dict( + type=dataset_type, + data_root=data_root, + data_prefix=dict( + img_path='images/train/', seg_map_path='masks/train/'), + pipeline=train_pipeline)) +val_dataloader = dict( + batch_size=1, + num_workers=4, + persistent_workers=True, + sampler=dict(type='DefaultSampler', shuffle=False), + dataset=dict( + type=dataset_type, + data_root=data_root, + data_prefix=dict(img_path='images/val/', seg_map_path='masks/val/'), + pipeline=test_pipeline)) +test_dataloader = val_dataloader +val_evaluator = dict(type='IoUMetric', iou_metrics=['mIoU', 'mDice']) +test_evaluator = dict(type='IoUMetric', iou_metrics=['mIoU', 'mDice']) diff --git a/projects/medical/2d_image/dermoscopy/isic2017_task1/datasets/isic2017-task1_dataset.py b/projects/medical/2d_image/dermoscopy/isic2017_task1/datasets/isic2017-task1_dataset.py new file mode 100644 index 0000000000..8f11bdd0ba --- /dev/null +++ b/projects/medical/2d_image/dermoscopy/isic2017_task1/datasets/isic2017-task1_dataset.py @@ -0,0 +1,30 @@ +from mmseg.datasets import BaseSegDataset +from mmseg.registry import DATASETS + + +@DATASETS.register_module() +class ISIC2017Task1(BaseSegDataset): + """ISIC2017Task1 dataset. + + In segmentation map annotation for ISIC2017Task1, + ``reduce_zero_label`` is fixed to False. The ``img_suffix`` + is fixed to '.png' and ``seg_map_suffix`` is fixed to '.png'. + + Args: + img_suffix (str): Suffix of images. Default: '.png' + seg_map_suffix (str): Suffix of segmentation maps. Default: '.png' + reduce_zero_label (bool): Whether to mark label zero as ignored. + Default to False. + """ + METAINFO = dict(classes=('normal', 'skin lesion')) + + def __init__(self, + img_suffix='.png', + seg_map_suffix='.png', + reduce_zero_label=False, + **kwargs) -> None: + super().__init__( + img_suffix=img_suffix, + seg_map_suffix=seg_map_suffix, + reduce_zero_label=reduce_zero_label, + **kwargs) diff --git a/projects/medical/2d_image/dermoscopy/isic2017_task1/tools/prepare_dataset.py b/projects/medical/2d_image/dermoscopy/isic2017_task1/tools/prepare_dataset.py new file mode 100755 index 0000000000..b3643c9359 --- /dev/null +++ b/projects/medical/2d_image/dermoscopy/isic2017_task1/tools/prepare_dataset.py @@ -0,0 +1,127 @@ +import glob +import os +import shutil + +import numpy as np +from PIL import Image + + +def check_maskid(train_imgs): + for i in train_masks: + img = Image.open(i) + print(np.unique(np.array(img))) + + +def reformulate_file(image_list, mask_list): + file_list = [] + for idx, (imgp, + maskp) in enumerate(zip(sorted(image_list), sorted(mask_list))): + item = {'image': imgp, 'label': maskp} + file_list.append(item) + return file_list + + +def convert_maskid(mask): + # add mask id conversion + arr_mask = np.array(mask).astype(np.uint8) + arr_mask[arr_mask == 255] = 1 + return Image.fromarray(arr_mask) + + +def check_file_exist(pair_list): + rel_path = os.getcwd() + for idx, sample in enumerate(pair_list): + image_path = sample['image'] + assert os.path.exists(os.path.join(rel_path, image_path)) + if 'label' in sample: + mask_path = sample['label'] + assert os.path.exists(os.path.join(rel_path, mask_path)) + print('all file path ok!') + + +def process_dataset(file_lists, part_dir_dict): + for ith, part in enumerate(file_lists): + part_dir = part_dir_dict[ith] + for sample in part: + # read image and mask + image_path = sample['image'] + if 'label' in sample: + mask_path = sample['label'] + + basename = os.path.basename(image_path) + targetname = basename.split('.')[0] # from image name + + # check image file + img_save_path = os.path.join(root_path, 'images', part_dir, + targetname + save_img_suffix) + if not os.path.exists(img_save_path): + if not image_path.endswith('.png'): + src = Image.open(image_path) + src.save(img_save_path) + else: + shutil.copy(image_path, img_save_path) + + if mask_path is not None: + mask_save_path = os.path.join(root_path, 'masks', part_dir, + targetname + save_seg_map_suffix) + if not os.path.exists(mask_save_path): + # check mask file + mask = Image.open(mask_path).convert('L') + # convert mask id + mask = convert_maskid(mask) + if not mask_path.endswith('.png'): + mask.save(mask_save_path) + else: + mask.save(mask_save_path) + + # print image num + part_dir_folder = os.path.join(root_path, 'images', part_dir) + print( + f'{part_dir} has {len(os.listdir(part_dir_folder))} images completed!' # noqa + ) + + +if __name__ == '__main__': + + root_path = 'data/' # original file + img_suffix = '.jpg' + seg_map_suffix = '.png' + save_img_suffix = '.png' + save_seg_map_suffix = '.png' + + train_imgs = glob.glob('data/ISIC-2017_Training_Data/*' + img_suffix) + train_masks = glob.glob('data/ISIC-2017_Training_Part1_GroundTruth/*' + + seg_map_suffix) + + val_imgs = glob.glob('data/ISIC-2017_Validation_Data/*' + img_suffix) + val_masks = glob.glob('data/ISIC-2017_Validation_Part1_GroundTruth/*' + + seg_map_suffix) + + test_imgs = glob.glob('data/ISIC-2017_Test_v2_Data/*' + img_suffix) + test_masks = glob.glob('data/ISIC-2017_Test_v2_Part1_GroundTruth/*' + + seg_map_suffix) + + assert len(train_imgs) == len(train_masks) + assert len(val_imgs) == len(val_masks) + assert len(test_imgs) == len(test_masks) + + os.system('mkdir -p ' + root_path + 'images/train/') + os.system('mkdir -p ' + root_path + 'images/val/') + os.system('mkdir -p ' + root_path + 'images/test/') + os.system('mkdir -p ' + root_path + 'masks/train/') + os.system('mkdir -p ' + root_path + 'masks/val/') + os.system('mkdir -p ' + root_path + 'masks/test/') + + part_dir_dict = {0: 'train/', 1: 'val/', 2: 'test/'} + + train_pair_list = reformulate_file(train_imgs, train_masks) + val_pair_list = reformulate_file(val_imgs, val_masks) + test_pair_list = reformulate_file(test_imgs, test_masks) + + check_file_exist(train_pair_list) + check_file_exist(val_pair_list) + check_file_exist(test_pair_list) + + part_dir_dict = {0: 'train/', 1: 'val/', 2: 'test/'} + process_dataset([train_pair_list, val_pair_list, test_pair_list], + part_dir_dict) diff --git a/projects/medical/2d_image/endoscopy/kvasir_seg/README.md b/projects/medical/2d_image/endoscopy/kvasir_seg/README.md new file mode 100644 index 0000000000..ea597bc440 --- /dev/null +++ b/projects/medical/2d_image/endoscopy/kvasir_seg/README.md @@ -0,0 +1,145 @@ +# Kvasir-Sessile Dataset (Kvasir SEG) + +## Description + +This project supports **`Kvasir-Sessile Dataset (Kvasir SEG) `**, which can be downloaded from [here](https://opendatalab.com/Kvasir-Sessile_dataset). + +## Dataset Overview + +The Kvasir-SEG dataset contains polyp images and their corresponding ground truth from the Kvasir Dataset v2. The resolution of the images contained in Kvasir-SEG varies from 332x487 to 1920x1072 pixels. + + + +### Information Statistics + +| Dataset Name | Anatomical Region | Task Type | Modality | Num. Classes | Train/Val/Test Images | Train/Val/Test Labeled | Release Date | License | +| ------------------------------------------------------------- | ----------------- | ------------ | --------- | ------------ | --------------------- | ---------------------- | ------------ | --------------------------------------------------------- | +| [Kvarsir-SEG](https://opendatalab.com/Kvasir-Sessile_dataset) | abdomen | segmentation | endoscopy | 2 | 196/-/- | yes/-/- | 2020 | [CC-BY 4.0](https://creativecommons.org/licenses/by/4.0/) | + +| Class Name | Num. Train | Pct. Train | Num. Val | Pct. Val | Num. Test | Pct. Test | +| :--------: | :--------: | :--------: | :------: | :------: | :-------: | :-------: | +| background | 196 | 92.31 | - | - | - | - | +| polyp | 196 | 7.69 | - | - | - | - | + +Note: + +- `Pct` means percentage of pixels in this category in all pixels. + +### Visualization + +![kvasir-seg](https://raw.githubusercontent.com/uni-medical/medical-datasets-visualization/main/2d/semantic_seg/endoscopy_images/kvasir_seg/kvasir_seg_dataset.png?raw=true) + +### Dataset Citation + +``` +@inproceedings{jha2020kvasir, + title={Kvasir-seg: A segmented polyp dataset}, + author={Jha, Debesh and Smedsrud, Pia H and Riegler, Michael A and Halvorsen, P{\aa}l and Lange, Thomas de and Johansen, Dag and Johansen, H{\aa}vard D}, + booktitle={International Conference on Multimedia Modeling}, + pages={451--462}, + year={2020}, + organization={Springer} + } +``` + +### Prerequisites + +- Python v3.8 +- PyTorch v1.10.0 +- pillow(PIL) v9.3.0 +- scikit-learn(sklearn) v1.2.0 +- [MIM](https://github.com/open-mmlab/mim) v0.3.4 +- [MMCV](https://github.com/open-mmlab/mmcv) v2.0.0rc4 +- [MMEngine](https://github.com/open-mmlab/mmengine) v0.2.0 or higher +- [MMSegmentation](https://github.com/open-mmlab/mmsegmentation) v1.0.0rc5 + +All the commands below rely on the correct configuration of `PYTHONPATH`, which should point to the project's directory so that Python can locate the module files. In `kvasir_seg/` root directory, run the following line to add the current directory to `PYTHONPATH`: + +```shell +export PYTHONPATH=`pwd`:$PYTHONPATH +``` + +### Dataset Preparing + +- download dataset from [here](https://opendatalab.com/Kvasir-Sessile_dataset) and decompress data to path `'data/'`. +- run script `"python tools/prepare_dataset.py"` to format data and change folder structure as below. +- run script `"python ../../tools/split_seg_dataset.py"` to split dataset and generate `train.txt`, `val.txt` and `test.txt`. If the label of official validation set and test set cannot be obtained, we generate `train.txt` and `val.txt` from the training set randomly. + +```none + mmsegmentation + ├── mmseg + ├── projects + │ ├── medical + │ │ ├── 2d_image + │ │ │ ├── endoscopy + │ │ │ │ ├── kvasir_seg + │ │ │ │ │ ├── configs + │ │ │ │ │ ├── datasets + │ │ │ │ │ ├── tools + │ │ │ │ │ ├── data + │ │ │ │ │ │ ├── train.txt + │ │ │ │ │ │ ├── val.txt + │ │ │ │ │ │ ├── images + │ │ │ │ │ │ │ ├── train + │ │ │ │ | │ │ │ ├── xxx.png + │ │ │ │ | │ │ │ ├── ... + │ │ │ │ | │ │ │ └── xxx.png + │ │ │ │ │ │ ├── masks + │ │ │ │ │ │ │ ├── train + │ │ │ │ | │ │ │ ├── xxx.png + │ │ │ │ | │ │ │ ├── ... + │ │ │ │ | │ │ │ └── xxx.png +``` + +### Divided Dataset Information + +***Note: The table information below is divided by ourselves.*** + +| Class Name | Num. Train | Pct. Train | Num. Val | Pct. Val | Num. Test | Pct. Test | +| :--------: | :--------: | :--------: | :------: | :------: | :-------: | :-------: | +| background | 156 | 92.28 | 40 | 92.41 | - | - | +| polyp | 156 | 7.72 | 40 | 7.59 | - | - | + +### Training commands + +To train models on a single server with one GPU. (default) + +```shell +mim train mmseg .configs/${CONFIG_FILE} +``` + +### Testing commands + +To test models on a single server with one GPU. (default) + +```shell +mim test mmseg ./configs/${CONFIG_FILE} --checkpoint ${CHECKPOINT_PATH} +``` + + + +## Checklist + +- [x] Milestone 1: PR-ready, and acceptable to be one of the `projects/`. + + - [x] Finish the code + - [x] Basic docstrings & proper citation + - [ ] Test-time correctness + - [x] A full README + +- [x] Milestone 2: Indicates a successful model implementation. + + - [x] Training-time correctness + +- [ ] Milestone 3: Good to be a part of our core package! + + - [ ] Type hints and docstrings + - [ ] Unit tests + - [ ] Code polishing + - [ ] Metafile.yml + +- [ ] Move your modules into the core package following the codebase's file hierarchy structure. + +- [ ] Refactor your modules into the core package following the codebase's file hierarchy structure. diff --git a/projects/medical/2d_image/endoscopy/kvasir_seg/configs/fcn-unet-s5-d16_unet-{use-sigmoid}_1xb16-0.01-20k_kvasir-seg-512x512.py b/projects/medical/2d_image/endoscopy/kvasir_seg/configs/fcn-unet-s5-d16_unet-{use-sigmoid}_1xb16-0.01-20k_kvasir-seg-512x512.py new file mode 100644 index 0000000000..145d5a7a17 --- /dev/null +++ b/projects/medical/2d_image/endoscopy/kvasir_seg/configs/fcn-unet-s5-d16_unet-{use-sigmoid}_1xb16-0.01-20k_kvasir-seg-512x512.py @@ -0,0 +1,18 @@ +_base_ = [ + 'mmseg::_base_/models/fcn_unet_s5-d16.py', './kvasir-seg_512x512.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.kvasir-seg_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.01) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict( + num_classes=2, loss_decode=dict(use_sigmoid=True), out_channels=1), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/endoscopy/kvasir_seg/configs/fcn-unet-s5-d16_unet_1xb16-0.0001-20k_kvasir-seg-512x512.py b/projects/medical/2d_image/endoscopy/kvasir_seg/configs/fcn-unet-s5-d16_unet_1xb16-0.0001-20k_kvasir-seg-512x512.py new file mode 100644 index 0000000000..3ea05c5109 --- /dev/null +++ b/projects/medical/2d_image/endoscopy/kvasir_seg/configs/fcn-unet-s5-d16_unet_1xb16-0.0001-20k_kvasir-seg-512x512.py @@ -0,0 +1,17 @@ +_base_ = [ + 'mmseg::_base_/models/fcn_unet_s5-d16.py', './kvasir-seg_512x512.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.kvasir-seg_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.0001) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict(num_classes=2), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/endoscopy/kvasir_seg/configs/fcn-unet-s5-d16_unet_1xb16-0.001-20k_kvasir-seg-512x512.py b/projects/medical/2d_image/endoscopy/kvasir_seg/configs/fcn-unet-s5-d16_unet_1xb16-0.001-20k_kvasir-seg-512x512.py new file mode 100644 index 0000000000..7e064a716a --- /dev/null +++ b/projects/medical/2d_image/endoscopy/kvasir_seg/configs/fcn-unet-s5-d16_unet_1xb16-0.001-20k_kvasir-seg-512x512.py @@ -0,0 +1,17 @@ +_base_ = [ + 'mmseg::_base_/models/fcn_unet_s5-d16.py', './kvasir-seg_512x512.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.kvasir-seg_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.001) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict(num_classes=2), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/endoscopy/kvasir_seg/configs/fcn-unet-s5-d16_unet_1xb16-0.01-20k_kvasir-seg-512x512.py b/projects/medical/2d_image/endoscopy/kvasir_seg/configs/fcn-unet-s5-d16_unet_1xb16-0.01-20k_kvasir-seg-512x512.py new file mode 100644 index 0000000000..0fc1d6e99d --- /dev/null +++ b/projects/medical/2d_image/endoscopy/kvasir_seg/configs/fcn-unet-s5-d16_unet_1xb16-0.01-20k_kvasir-seg-512x512.py @@ -0,0 +1,17 @@ +_base_ = [ + 'mmseg::_base_/models/fcn_unet_s5-d16.py', './kvasir-seg_512x512.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.kvasir-seg_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.01) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict(num_classes=2), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/endoscopy/kvasir_seg/configs/kvasir-seg_512x512.py b/projects/medical/2d_image/endoscopy/kvasir_seg/configs/kvasir-seg_512x512.py new file mode 100644 index 0000000000..e8b2467f8c --- /dev/null +++ b/projects/medical/2d_image/endoscopy/kvasir_seg/configs/kvasir-seg_512x512.py @@ -0,0 +1,42 @@ +dataset_type = 'KvasirSEGDataset' +data_root = 'data/' +img_scale = (512, 512) +train_pipeline = [ + dict(type='LoadImageFromFile'), + dict(type='LoadAnnotations'), + dict(type='Resize', scale=img_scale, keep_ratio=False), + dict(type='RandomFlip', prob=0.5), + dict(type='PhotoMetricDistortion'), + dict(type='PackSegInputs') +] +test_pipeline = [ + dict(type='LoadImageFromFile'), + dict(type='Resize', scale=img_scale, keep_ratio=False), + dict(type='LoadAnnotations'), + dict(type='PackSegInputs') +] +train_dataloader = dict( + batch_size=16, + num_workers=4, + persistent_workers=True, + sampler=dict(type='InfiniteSampler', shuffle=True), + dataset=dict( + type=dataset_type, + data_root=data_root, + ann_file='train.txt', + data_prefix=dict(img_path='images/', seg_map_path='masks/'), + pipeline=train_pipeline)) +val_dataloader = dict( + batch_size=1, + num_workers=4, + persistent_workers=True, + sampler=dict(type='DefaultSampler', shuffle=False), + dataset=dict( + type=dataset_type, + data_root=data_root, + ann_file='val.txt', + data_prefix=dict(img_path='images/', seg_map_path='masks/'), + pipeline=test_pipeline)) +test_dataloader = val_dataloader +val_evaluator = dict(type='IoUMetric', iou_metrics=['mIoU', 'mDice']) +test_evaluator = dict(type='IoUMetric', iou_metrics=['mIoU', 'mDice']) diff --git a/projects/medical/2d_image/endoscopy/kvasir_seg/datasets/kvasir-seg_dataset.py b/projects/medical/2d_image/endoscopy/kvasir_seg/datasets/kvasir-seg_dataset.py new file mode 100644 index 0000000000..9d601328eb --- /dev/null +++ b/projects/medical/2d_image/endoscopy/kvasir_seg/datasets/kvasir-seg_dataset.py @@ -0,0 +1,30 @@ +from mmseg.datasets import BaseSegDataset +from mmseg.registry import DATASETS + + +@DATASETS.register_module() +class KvasirSEGDataset(BaseSegDataset): + """KvasirSEGDataset dataset. + + In segmentation map annotation for KvasirSEGDataset, 0 stands for + background, which is included in 2 categories. + ``reduce_zero_label`` is fixed to False. The ``img_suffix`` is + fixed to '.png' and ``seg_map_suffix`` is fixed to '.png'. + Args: + img_suffix (str): Suffix of images. Default: '.png' + seg_map_suffix (str): Suffix of segmentation maps. Default: '.png' + reduce_zero_label (bool): Whether to mark label zero as ignored. + Default to False.. + """ + METAINFO = dict(classes=('background', 'polyp')) + + def __init__(self, + img_suffix='.png', + seg_map_suffix='.png', + reduce_zero_label=False, + **kwargs) -> None: + super().__init__( + img_suffix=img_suffix, + seg_map_suffix=seg_map_suffix, + reduce_zero_label=reduce_zero_label, + **kwargs) diff --git a/projects/medical/2d_image/endoscopy/kvasir_seg/tools/prepare_dataset.py b/projects/medical/2d_image/endoscopy/kvasir_seg/tools/prepare_dataset.py new file mode 100644 index 0000000000..74c43e9635 --- /dev/null +++ b/projects/medical/2d_image/endoscopy/kvasir_seg/tools/prepare_dataset.py @@ -0,0 +1,87 @@ +import glob +import os + +import numpy as np +from PIL import Image + +root_path = 'data/' +img_suffix = '.jpg' +seg_map_suffix = '.jpg' +save_img_suffix = '.png' +save_seg_map_suffix = '.png' +tgt_img_dir = os.path.join(root_path, 'images/train/') +tgt_mask_dir = os.path.join(root_path, 'masks/train/') +os.system('mkdir -p ' + tgt_img_dir) +os.system('mkdir -p ' + tgt_mask_dir) + + +def filter_suffix_recursive(src_dir, suffix): + # filter out file names and paths in source directory + suffix = '.' + suffix if '.' not in suffix else suffix + file_paths = glob.glob( + os.path.join(src_dir, '**', '*' + suffix), recursive=True) + file_names = [_.split('/')[-1] for _ in file_paths] + return sorted(file_paths), sorted(file_names) + + +def convert_label(img, convert_dict): + arr = np.zeros_like(img, dtype=np.uint8) + for c, i in convert_dict.items(): + arr[img == c] = i + return arr + + +def convert_pics_into_pngs(src_dir, tgt_dir, suffix, convert='RGB'): + if not os.path.exists(tgt_dir): + os.makedirs(tgt_dir) + + src_paths, src_names = filter_suffix_recursive(src_dir, suffix=suffix) + for i, (src_name, src_path) in enumerate(zip(src_names, src_paths)): + tgt_name = src_name.replace(suffix, save_img_suffix) + tgt_path = os.path.join(tgt_dir, tgt_name) + num = len(src_paths) + img = np.array(Image.open(src_path)) + if len(img.shape) == 2: + pil = Image.fromarray(img).convert(convert) + elif len(img.shape) == 3: + pil = Image.fromarray(img) + else: + raise ValueError('Input image not 2D/3D: ', img.shape) + + pil.save(tgt_path) + print(f'processed {i+1}/{num}.') + + +def convert_label_pics_into_pngs(src_dir, + tgt_dir, + suffix, + convert_dict={ + 0: 0, + 255: 1 + }): + if not os.path.exists(tgt_dir): + os.makedirs(tgt_dir) + + src_paths, src_names = filter_suffix_recursive(src_dir, suffix=suffix) + num = len(src_paths) + for i, (src_name, src_path) in enumerate(zip(src_names, src_paths)): + tgt_name = src_name.replace(suffix, save_seg_map_suffix) + tgt_path = os.path.join(tgt_dir, tgt_name) + + img = np.array(Image.open(src_path)) + img = convert_label(img, convert_dict) + Image.fromarray(img).save(tgt_path) + print(f'processed {i+1}/{num}.') + + +if __name__ == '__main__': + + convert_pics_into_pngs( + os.path.join(root_path, 'sessile-main-Kvasir-SEG/images'), + tgt_img_dir, + suffix=img_suffix) + + convert_label_pics_into_pngs( + os.path.join(root_path, 'sessile-main-Kvasir-SEG/masks'), + tgt_mask_dir, + suffix=seg_map_suffix) diff --git a/projects/medical/2d_image/endoscopy/kvasir_seg_aliyun/README.md b/projects/medical/2d_image/endoscopy/kvasir_seg_aliyun/README.md new file mode 100644 index 0000000000..80eb00f51b --- /dev/null +++ b/projects/medical/2d_image/endoscopy/kvasir_seg_aliyun/README.md @@ -0,0 +1,145 @@ +# Kvasir-SEG Segmented Polyp Dataset from Aliyun (Kvasir SEG Aliyun) + +## Description + +This project supports **`Kvasir-SEG Segmented Polyp Dataset from Aliyun (Kvasir SEG Aliyun) `**, which can be downloaded from [here](https://tianchi.aliyun.com/dataset/84385). + +### Dataset Overview + +Colorectal cancer is the second most common cancer type among women and third most common among men. Polyps are precursors to colorectal cancer and therefore important to detect and remove at an early stage. Polyps are found in nearly half of the individuals at age 50 that undergo a colonoscopy screening, and their frequency increase with age.Polyps are abnormal tissue growth from the mucous membrane, which is lining the inside of the GI tract, and can sometimes be cancerous. Colonoscopy is the gold standard for detection and assessment of these polyps with subsequent biopsy and removal of the polyps. Early disease detection has a huge impact on survival from colorectal cancer. Increasing the detection of polyps has been shown to decrease risk of colorectal cancer. Thus, automatic detection of more polyps at an early stage can play a crucial role in prevention and survival from colorectal cancer. + +The Kvasir-SEG dataset is based on the previous Kvasir dataset, which is the first multi-class dataset for gastrointestinal (GI) tract disease detection and classification. It contains annotated polyp images and their corresponding masks. The pixels depicting polyp tissue, the ROI, are represented by the foreground (white mask), while the background (in black) does not contain positive pixels. These images were collected and verified by experienced gastroenterologists from Vestre Viken Health Trust in Norway. The classes include anatomical landmarks, pathological findings and endoscopic procedures. + +### Information Statistics + +| Dataset Name | Anatomical Region | Task Type | Modality | Num. Classes | Train/Val/Test Images | Train/Val/Test Labeled | Release Date | License | +| ------------------------------------------------------ | ----------------- | ------------ | --------- | ------------ | --------------------- | ---------------------- | ------------ | --------------------------------------------------------- | +| [kvasir-seg](https://tianchi.aliyun.com/dataset/84385) | abdomen | segmentation | endoscopy | 2 | 1000/-/- | yes/-/- | 2020 | [CC-BY 4.0](https://creativecommons.org/licenses/by/4.0/) | + +| Class Name | Num. Train | Pct. Train | Num. Val | Pct. Val | Num. Test | Pct. Test | +| :--------: | :--------: | :--------: | :------: | :------: | :-------: | :-------: | +| background | 1000 | 84.72 | - | - | - | - | +| polyp | 1000 | 15.28 | - | - | - | - | + +Note: + +- `Pct` means percentage of pixels in this category in all pixels. + +### Visualization + +![kvasir_seg_aliyun](https://raw.githubusercontent.com/uni-medical/medical-datasets-visualization/main/2d/semantic_seg/endoscopy_images/kvasir_seg_aliyun/kvasir_seg_aliyun_dataset.png?raw=true) + +### Dataset Citation + +``` +@inproceedings{jha2020kvasir, + title={Kvasir-seg: A segmented polyp dataset}, + author={Jha, Debesh and Smedsrud, Pia H and Riegler, Michael A and Halvorsen, P{\aa}l and Lange, Thomas de and Johansen, Dag and Johansen, H{\aa}vard D}, + booktitle={International Conference on Multimedia Modeling}, + pages={451--462}, + year={2020}, + organization={Springer} + } +``` + +### Prerequisites + +- Python v3.8 +- PyTorch v1.10.0 +- pillow(PIL) v9.3.0 +- scikit-learn(sklearn) v1.2.0 +- [MIM](https://github.com/open-mmlab/mim) v0.3.4 +- [MMCV](https://github.com/open-mmlab/mmcv) v2.0.0rc4 +- [MMEngine](https://github.com/open-mmlab/mmengine) v0.2.0 or higher +- [MMSegmentation](https://github.com/open-mmlab/mmsegmentation) v1.0.0rc5 + +All the commands below rely on the correct configuration of `PYTHONPATH`, which should point to the project's directory so that Python can locate the module files. In `kvasir_seg_aliyun/` root directory, run the following line to add the current directory to `PYTHONPATH`: + +```shell +export PYTHONPATH=`pwd`:$PYTHONPATH +``` + +### Dataset Preparing + +- download dataset from [here](https://tianchi.aliyun.com/dataset/84385) and decompression data to path 'data/.'. +- run script `"python tools/prepare_dataset.py"` to format data and change folder structure as below. +- run script `"python ../../tools/split_seg_dataset.py"` to split dataset and generate `train.txt`, `val.txt` and `test.txt`. If the label of official validation set and test set cannot be obtained, we generate `train.txt` and `val.txt` from the training set randomly. + +```none + mmsegmentation + ├── mmseg + ├── projects + │ ├── medical + │ │ ├── 2d_image + │ │ │ ├── endoscopy + │ │ │ │ ├── kvasir_seg_aliyun + │ │ │ │ │ ├── configs + │ │ │ │ │ ├── datasets + │ │ │ │ │ ├── tools + │ │ │ │ │ ├── data + │ │ │ │ │ │ ├── train.txt + │ │ │ │ │ │ ├── val.txt + │ │ │ │ │ │ ├── images + │ │ │ │ │ │ │ ├── train + │ │ │ │ | │ │ │ ├── xxx.png + │ │ │ │ | │ │ │ ├── ... + │ │ │ │ | │ │ │ └── xxx.png + │ │ │ │ │ │ ├── masks + │ │ │ │ │ │ │ ├── train + │ │ │ │ | │ │ │ ├── xxx.png + │ │ │ │ | │ │ │ ├── ... + │ │ │ │ | │ │ │ └── xxx.png +``` + +### Divided Dataset Information + +***Note: The table information below is divided by ourselves.*** + +| Class Name | Num. Train | Pct. Train | Num. Val | Pct. Val | Num. Test | Pct. Test | +| :--------: | :--------: | :--------: | :------: | :------: | :-------: | :-------: | +| background | 800 | 84.66 | 200 | 84.94 | - | - | +| polyp | 800 | 15.34 | 200 | 15.06 | - | - | + +### Training commands + +To train models on a single server with one GPU. (default) + +```shell +mim train mmseg ./configs/${CONFIG_FILE} +``` + +### Testing commands + +To test models on a single server with one GPU. (default) + +```shell +mim test mmseg ./configs/${CONFIG_FILE} --checkpoint ${CHECKPOINT_PATH} +``` + + + +## Checklist + +- [x] Milestone 1: PR-ready, and acceptable to be one of the `projects/`. + + - [x] Finish the code + - [x] Basic docstrings & proper citation + - [ ] Test-time correctness + - [x] A full README + +- [ ] Milestone 2: Indicates a successful model implementation. + + - [ ] Training-time correctness + +- [ ] Milestone 3: Good to be a part of our core package! + + - [ ] Type hints and docstrings + - [ ] Unit tests + - [ ] Code polishing + - [ ] Metafile.yml + +- [ ] Move your modules into the core package following the codebase's file hierarchy structure. + +- [ ] Refactor your modules into the core package following the codebase's file hierarchy structure. diff --git a/projects/medical/2d_image/endoscopy/kvasir_seg_aliyun/configs/fcn-unet-s5-d16_unet_1xb16-0.0001-20k_kvasir-seg-aliyun-512x512.py b/projects/medical/2d_image/endoscopy/kvasir_seg_aliyun/configs/fcn-unet-s5-d16_unet_1xb16-0.0001-20k_kvasir-seg-aliyun-512x512.py new file mode 100644 index 0000000000..b59db95232 --- /dev/null +++ b/projects/medical/2d_image/endoscopy/kvasir_seg_aliyun/configs/fcn-unet-s5-d16_unet_1xb16-0.0001-20k_kvasir-seg-aliyun-512x512.py @@ -0,0 +1,17 @@ +_base_ = [ + 'mmseg::_base_/models/fcn_unet_s5-d16.py', + './kvasir-seg-aliyun_512x512.py', 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.kvasir-seg-aliyun_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.0001) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict(num_classes=2), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/endoscopy/kvasir_seg_aliyun/configs/fcn-unet-s5-d16_unet_1xb16-0.001-20k_kvasir-seg-aliyun-512x512.py b/projects/medical/2d_image/endoscopy/kvasir_seg_aliyun/configs/fcn-unet-s5-d16_unet_1xb16-0.001-20k_kvasir-seg-aliyun-512x512.py new file mode 100644 index 0000000000..6c526680cd --- /dev/null +++ b/projects/medical/2d_image/endoscopy/kvasir_seg_aliyun/configs/fcn-unet-s5-d16_unet_1xb16-0.001-20k_kvasir-seg-aliyun-512x512.py @@ -0,0 +1,17 @@ +_base_ = [ + 'mmseg::_base_/models/fcn_unet_s5-d16.py', + './kvasir-seg-aliyun_512x512.py', 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.kvasir-seg-aliyun_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.001) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict(num_classes=2), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/endoscopy/kvasir_seg_aliyun/configs/fcn-unet-s5-d16_unet_1xb16-0.01-20k_kvasir-seg-aliyun-512x512.py b/projects/medical/2d_image/endoscopy/kvasir_seg_aliyun/configs/fcn-unet-s5-d16_unet_1xb16-0.01-20k_kvasir-seg-aliyun-512x512.py new file mode 100644 index 0000000000..a192a5bd24 --- /dev/null +++ b/projects/medical/2d_image/endoscopy/kvasir_seg_aliyun/configs/fcn-unet-s5-d16_unet_1xb16-0.01-20k_kvasir-seg-aliyun-512x512.py @@ -0,0 +1,17 @@ +_base_ = [ + 'mmseg::_base_/models/fcn_unet_s5-d16.py', + './kvasir-seg-aliyun_512x512.py', 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.kvasir-seg-aliyun_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.01) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict(num_classes=2), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/endoscopy/kvasir_seg_aliyun/configs/fcn-unet-s5-d16_unet_1xb16-0.01lr-sigmoid-20k_kvasir-seg-aliyun-512x512.py b/projects/medical/2d_image/endoscopy/kvasir_seg_aliyun/configs/fcn-unet-s5-d16_unet_1xb16-0.01lr-sigmoid-20k_kvasir-seg-aliyun-512x512.py new file mode 100644 index 0000000000..5325e1f080 --- /dev/null +++ b/projects/medical/2d_image/endoscopy/kvasir_seg_aliyun/configs/fcn-unet-s5-d16_unet_1xb16-0.01lr-sigmoid-20k_kvasir-seg-aliyun-512x512.py @@ -0,0 +1,18 @@ +_base_ = [ + 'mmseg::_base_/models/fcn_unet_s5-d16.py', + './kvasir-seg-aliyun_512x512.py', 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.kvasir-seg-aliyun_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.01) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict( + num_classes=2, loss_decode=dict(use_sigmoid=True), out_channels=1), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/endoscopy/kvasir_seg_aliyun/configs/kvasir-seg-aliyun_512x512.py b/projects/medical/2d_image/endoscopy/kvasir_seg_aliyun/configs/kvasir-seg-aliyun_512x512.py new file mode 100644 index 0000000000..5f86880467 --- /dev/null +++ b/projects/medical/2d_image/endoscopy/kvasir_seg_aliyun/configs/kvasir-seg-aliyun_512x512.py @@ -0,0 +1,42 @@ +dataset_type = 'KvasirSEGAliyunDataset' +data_root = 'data/' +img_scale = (512, 512) +train_pipeline = [ + dict(type='LoadImageFromFile'), + dict(type='LoadAnnotations'), + dict(type='Resize', scale=img_scale, keep_ratio=False), + dict(type='RandomFlip', prob=0.5), + dict(type='PhotoMetricDistortion'), + dict(type='PackSegInputs') +] +test_pipeline = [ + dict(type='LoadImageFromFile'), + dict(type='Resize', scale=img_scale, keep_ratio=False), + dict(type='LoadAnnotations'), + dict(type='PackSegInputs') +] +train_dataloader = dict( + batch_size=16, + num_workers=4, + persistent_workers=True, + sampler=dict(type='InfiniteSampler', shuffle=True), + dataset=dict( + type=dataset_type, + data_root=data_root, + ann_file='train.txt', + data_prefix=dict(img_path='images/', seg_map_path='masks/'), + pipeline=train_pipeline)) +val_dataloader = dict( + batch_size=1, + num_workers=4, + persistent_workers=True, + sampler=dict(type='DefaultSampler', shuffle=False), + dataset=dict( + type=dataset_type, + data_root=data_root, + ann_file='val.txt', + data_prefix=dict(img_path='images/', seg_map_path='masks/'), + pipeline=test_pipeline)) +test_dataloader = val_dataloader +val_evaluator = dict(type='IoUMetric', iou_metrics=['mIoU', 'mDice']) +test_evaluator = dict(type='IoUMetric', iou_metrics=['mIoU', 'mDice']) diff --git a/projects/medical/2d_image/endoscopy/kvasir_seg_aliyun/datasets/kvasir-seg-aliyun_dataset.py b/projects/medical/2d_image/endoscopy/kvasir_seg_aliyun/datasets/kvasir-seg-aliyun_dataset.py new file mode 100644 index 0000000000..198caf07bc --- /dev/null +++ b/projects/medical/2d_image/endoscopy/kvasir_seg_aliyun/datasets/kvasir-seg-aliyun_dataset.py @@ -0,0 +1,30 @@ +from mmseg.datasets import BaseSegDataset +from mmseg.registry import DATASETS + + +@DATASETS.register_module() +class KvasirSEGAliyunDataset(BaseSegDataset): + """KvasirSEGAliyunDataset dataset. + + In segmentation map annotation for KvasirSEGAliyunDataset, + 0 stands for background,which is included in 2 categories. + ``reduce_zero_label`` is fixed to False. The ``img_suffix`` + is fixed to '.png' and ``seg_map_suffix`` is fixed to '.png'. + Args: + img_suffix (str): Suffix of images. Default: '.png' + seg_map_suffix (str): Suffix of segmentation maps. Default: '.png' + reduce_zero_label (bool): Whether to mark label zero as ignored. + Default to False.. + """ + METAINFO = dict(classes=('background', 'polyp')) + + def __init__(self, + img_suffix='.png', + seg_map_suffix='.png', + reduce_zero_label=False, + **kwargs) -> None: + super().__init__( + img_suffix=img_suffix, + seg_map_suffix=seg_map_suffix, + reduce_zero_label=reduce_zero_label, + **kwargs) diff --git a/projects/medical/2d_image/endoscopy/kvasir_seg_aliyun/tools/prepare_dataset.py b/projects/medical/2d_image/endoscopy/kvasir_seg_aliyun/tools/prepare_dataset.py new file mode 100644 index 0000000000..b230e7fef5 --- /dev/null +++ b/projects/medical/2d_image/endoscopy/kvasir_seg_aliyun/tools/prepare_dataset.py @@ -0,0 +1,86 @@ +import glob +import os + +import numpy as np +from PIL import Image + +root_path = 'data/' +img_suffix = '.jpg' +seg_map_suffix = '.jpg' +save_img_suffix = '.png' +save_seg_map_suffix = '.png' +tgt_img_dir = os.path.join(root_path, 'images/train/') +tgt_mask_dir = os.path.join(root_path, 'masks/train/') +os.system('mkdir -p ' + tgt_img_dir) +os.system('mkdir -p ' + tgt_mask_dir) + + +def filter_suffix_recursive(src_dir, suffix): + # filter out file names and paths in source directory + suffix = '.' + suffix if '.' not in suffix else suffix + file_paths = glob.glob( + os.path.join(src_dir, '**', '*' + suffix), recursive=True) + file_names = [_.split('/')[-1] for _ in file_paths] + return sorted(file_paths), sorted(file_names) + + +def convert_label(img, convert_dict): + arr = np.zeros_like(img, dtype=np.uint8) + for c, i in convert_dict.items(): + arr[img == c] = i + return arr + + +def convert_pics_into_pngs(src_dir, tgt_dir, suffix, convert='RGB'): + if not os.path.exists(tgt_dir): + os.makedirs(tgt_dir) + + src_paths, src_names = filter_suffix_recursive(src_dir, suffix=suffix) + for i, (src_name, src_path) in enumerate(zip(src_names, src_paths)): + tgt_name = src_name.replace(suffix, save_img_suffix) + tgt_path = os.path.join(tgt_dir, tgt_name) + num = len(src_paths) + img = np.array(Image.open(src_path)) + if len(img.shape) == 2: + pil = Image.fromarray(img).convert(convert) + elif len(img.shape) == 3: + pil = Image.fromarray(img) + else: + raise ValueError('Input image not 2D/3D: ', img.shape) + + pil.save(tgt_path) + print(f'processed {i+1}/{num}.') + + +def convert_label_pics_into_pngs(src_dir, + tgt_dir, + suffix, + convert_dict={ + 0: 0, + 255: 1 + }): + if not os.path.exists(tgt_dir): + os.makedirs(tgt_dir) + + src_paths, src_names = filter_suffix_recursive(src_dir, suffix=suffix) + num = len(src_paths) + for i, (src_name, src_path) in enumerate(zip(src_names, src_paths)): + tgt_name = src_name.replace(suffix, save_seg_map_suffix) + tgt_path = os.path.join(tgt_dir, tgt_name) + + img = np.array(Image.open(src_path).convert('L')) + img = convert_label(img, convert_dict) + Image.fromarray(img).save(tgt_path) + print(f'processed {i+1}/{num}.') + + +if __name__ == '__main__': + convert_pics_into_pngs( + os.path.join(root_path, 'Kvasir-SEG/images'), + tgt_img_dir, + suffix=img_suffix) + + convert_label_pics_into_pngs( + os.path.join(root_path, 'Kvasir-SEG/masks'), + tgt_mask_dir, + suffix=seg_map_suffix) diff --git a/projects/medical/2d_image/fluorescein_angriogram/vampire/README.md b/projects/medical/2d_image/fluorescein_angriogram/vampire/README.md new file mode 100644 index 0000000000..c2c61c46a0 --- /dev/null +++ b/projects/medical/2d_image/fluorescein_angriogram/vampire/README.md @@ -0,0 +1,158 @@ +# Vessel Assessment and Measurement Platform for Images of the REtina + +## Description + +This project support **`Vessel Assessment and Measurement Platform for Images of the REtina`**, and the dataset used in this project can be downloaded from [here](https://vampire.computing.dundee.ac.uk/vesselseg.html). + +### Dataset Overview + +In order to promote evaluation of vessel segmentation on ultra-wide field-of-view (UWFV) fluorescein angriogram (FA) frames, we make public 8 frames from two different sequences, the manually annotated images and the result of our automatic vessel segmentation algorithm. + +### Original Statistic Information + +| Dataset name | Anatomical region | Task type | Modality | Num. Classes | Train/Val/Test Images | Train/Val/Test Labeled | Release Date | License | +| ---------------------------------------------------------------- | ----------------- | ------------ | ---------------------- | ------------ | --------------------- | ---------------------- | ------------ | --------------------------------------------------------------- | +| [Vampire](https://vampire.computing.dundee.ac.uk/vesselseg.html) | vessel | segmentation | fluorescein angriogram | 2 | 8/-/- | yes/-/- | 2017 | [CC-BY-NC 4.0](https://creativecommons.org/licenses/by-sa/4.0/) | + +| Class Name | Num. Train | Pct. Train | Num. Val | Pct. Val | Num. Test | Pct. Test | +| :--------: | :--------: | :--------: | :------: | :------: | :-------: | :-------: | +| background | 8 | 96.75 | - | - | - | - | +| vessel | 8 | 3.25 | - | - | - | - | + +Note: + +- `Pct` means percentage of pixels in this category in all pixels. + +### Visualization + +![bac](https://raw.githubusercontent.com/uni-medical/medical-datasets-visualization/main/2d/semantic_seg/fluorescein_angriogram/vampire/vampire_dataset.png) + +## Dataset Citation + +```bibtex + +@inproceedings{perez2011improving, + title={Improving vessel segmentation in ultra-wide field-of-view retinal fluorescein angiograms}, + author={Perez-Rovira, Adria and Zutis, K and Hubschman, Jean Pierre and Trucco, Emanuele}, + booktitle={2011 Annual International Conference of the IEEE Engineering in Medicine and Biology Society}, + pages={2614--2617}, + year={2011}, + organization={IEEE} +} + +@article{perez2011rerbee, + title={RERBEE: robust efficient registration via bifurcations and elongated elements applied to retinal fluorescein angiogram sequences}, + author={Perez-Rovira, Adria and Cabido, Raul and Trucco, Emanuele and McKenna, Stephen J and Hubschman, Jean Pierre}, + journal={IEEE Transactions on Medical Imaging}, + volume={31}, + number={1}, + pages={140--150}, + year={2011}, + publisher={IEEE} +} + +``` + +### Prerequisites + +- Python v3.8 +- PyTorch v1.10.0 +- pillow(PIL) v9.3.0 +- scikit-learn(sklearn) v1.2.0 +- [MIM](https://github.com/open-mmlab/mim) v0.3.4 +- [MMCV](https://github.com/open-mmlab/mmcv) v2.0.0rc4 +- [MMEngine](https://github.com/open-mmlab/mmengine) v0.2.0 or higher +- [MMSegmentation](https://github.com/open-mmlab/mmsegmentation) v1.0.0rc5 + +All the commands below rely on the correct configuration of `PYTHONPATH`, which should point to the project's directory so that Python can locate the module files. In `vampire/` root directory, run the following line to add the current directory to `PYTHONPATH`: + +```shell +export PYTHONPATH=`pwd`:$PYTHONPATH +``` + +### Dataset preparing + +- download dataset from [here](https://vampire.computing.dundee.ac.uk/vesselseg.html) and decompression data to path `'data/'`. +- run script `"python tools/prepare_dataset.py"` to split dataset and change folder structure as below. +- run script `python ../../tools/split_seg_dataset.py` to split dataset. For the Bacteria_detection dataset, as there is no test or validation dataset, we sample 20% samples from the whole dataset as the validation dataset and 80% samples for training data and make two filename lists `train.txt` and `val.txt`. As we set the random seed as the hard code, we eliminated the randomness, the dataset split actually can be reproducible. + +```none + mmsegmentation + ├── mmseg + ├── projects + │ ├── medical + │ │ ├── 2d_image + │ │ │ ├── fluorescein_angriogram + │ │ │ │ ├── vampire + │ │ │ │ │ ├── configs + │ │ │ │ │ ├── datasets + │ │ │ │ │ ├── tools + │ │ │ │ │ ├── data + │ │ │ │ │ │ ├── train.txt + │ │ │ │ │ │ ├── val.txt + │ │ │ │ │ │ ├── images + │ │ │ │ │ │ │ ├── train + │ │ │ │ | │ │ │ ├── xxx.png + │ │ │ │ | │ │ │ ├── ... + │ │ │ │ | │ │ │ └── xxx.png + │ │ │ │ │ │ ├── masks + │ │ │ │ │ │ │ ├── train + │ │ │ │ | │ │ │ ├── xxx.png + │ │ │ │ | │ │ │ ├── ... + │ │ │ │ | │ │ │ └── xxx.png +``` + +### Divided Dataset Information + +***Note: The table information below is divided by ourselves.*** + +| Class Name | Num. Train | Pct. Train | Num. Val | Pct. Val | Num. Test | Pct. Test | +| :--------: | :--------: | :--------: | :------: | :------: | :-------: | :-------: | +| background | 6 | 97.48 | 2 | 94.54 | - | - | +| vessel | 6 | 2.52 | 2 | 5.46 | - | - | + +### Training commands + +To train models on a single server with one GPU. (default) + +```shell +mim train mmseg ./configs/${CONFIG_PATH} +``` + +### Testing commands + +To test models on a single server with one GPU. (default) + +```shell +mim test mmseg ./configs/${CONFIG_PATH} --checkpoint ${CHECKPOINT_PATH} +``` + +## Checklist + +- [x] Milestone 1: PR-ready, and acceptable to be one of the `projects/`. + + - [x] Finish the code + + - [x] Basic docstrings & proper citation + + - [ ] Test-time correctness + + - [x] A full README + +- [ ] Milestone 2: Indicates a successful model implementation. + + - [ ] Training-time correctness + +- [ ] Milestone 3: Good to be a part of our core package! + + - [ ] Type hints and docstrings + + - [ ] Unit tests + + - [ ] Code polishing + + - [ ] Metafile.yml + +- [ ] Move your modules into the core package following the codebase's file hierarchy structure. + +- [ ] Refactor your modules into the core package following the codebase's file hierarchy structure. diff --git a/projects/medical/2d_image/fluorescein_angriogram/vampire/configs/fcn-unet-s5-d16_unet_1xb16-0.0001-20k_vampire-512x512.py b/projects/medical/2d_image/fluorescein_angriogram/vampire/configs/fcn-unet-s5-d16_unet_1xb16-0.0001-20k_vampire-512x512.py new file mode 100755 index 0000000000..7f5273aaff --- /dev/null +++ b/projects/medical/2d_image/fluorescein_angriogram/vampire/configs/fcn-unet-s5-d16_unet_1xb16-0.0001-20k_vampire-512x512.py @@ -0,0 +1,19 @@ +_base_ = [ + 'mmseg::_base_/models/fcn_unet_s5-d16.py', './vampire_512x512.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.vampire_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.0001) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + type='EncoderDecoder', + data_preprocessor=data_preprocessor, + pretrained=None, + decode_head=dict(num_classes=2), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/fluorescein_angriogram/vampire/configs/fcn-unet-s5-d16_unet_1xb16-0.001-20k_vampire-512x512.py b/projects/medical/2d_image/fluorescein_angriogram/vampire/configs/fcn-unet-s5-d16_unet_1xb16-0.001-20k_vampire-512x512.py new file mode 100755 index 0000000000..4382229989 --- /dev/null +++ b/projects/medical/2d_image/fluorescein_angriogram/vampire/configs/fcn-unet-s5-d16_unet_1xb16-0.001-20k_vampire-512x512.py @@ -0,0 +1,19 @@ +_base_ = [ + 'mmseg::_base_/models/fcn_unet_s5-d16.py', './vampire_512x512.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.vampire_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.001) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + type='EncoderDecoder', + data_preprocessor=dict(size=img_scale), + pretrained=None, + decode_head=dict(num_classes=2), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/fluorescein_angriogram/vampire/configs/fcn-unet-s5-d16_unet_1xb16-0.01-20k_vampire-512x512.py b/projects/medical/2d_image/fluorescein_angriogram/vampire/configs/fcn-unet-s5-d16_unet_1xb16-0.01-20k_vampire-512x512.py new file mode 100755 index 0000000000..8d93e17627 --- /dev/null +++ b/projects/medical/2d_image/fluorescein_angriogram/vampire/configs/fcn-unet-s5-d16_unet_1xb16-0.01-20k_vampire-512x512.py @@ -0,0 +1,22 @@ +_base_ = [ + 'mmseg::_base_/models/fcn_unet_s5-d16.py', './vampire_512x512.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.vampire_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.01) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + type='EncoderDecoder', + data_preprocessor=data_preprocessor, + pretrained=None, + decode_head=dict( + num_classes=2, + loss_decode=dict(type='CrossEntropyLoss', use_sigmoid=True), + out_channels=1), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/fluorescein_angriogram/vampire/configs/vampire_512x512.py b/projects/medical/2d_image/fluorescein_angriogram/vampire/configs/vampire_512x512.py new file mode 100755 index 0000000000..4eda92f9f2 --- /dev/null +++ b/projects/medical/2d_image/fluorescein_angriogram/vampire/configs/vampire_512x512.py @@ -0,0 +1,42 @@ +dataset_type = 'VampireDataset' +data_root = 'data' +img_scale = (512, 512) +train_pipeline = [ + dict(type='LoadImageFromFile'), + dict(type='LoadAnnotations'), + dict(type='Resize', scale=img_scale, keep_ratio=False), + dict(type='RandomFlip', prob=0.5), + dict(type='PhotoMetricDistortion'), + dict(type='PackSegInputs') +] +test_pipeline = [ + dict(type='LoadImageFromFile'), + dict(type='Resize', scale=img_scale, keep_ratio=False), + dict(type='LoadAnnotations'), + dict(type='PackSegInputs') +] +train_dataloader = dict( + batch_size=16, + num_workers=4, + persistent_workers=True, + sampler=dict(type='InfiniteSampler', shuffle=True), + dataset=dict( + type=dataset_type, + data_root=data_root, + ann_file='train.txt', + data_prefix=dict(img_path='images/', seg_map_path='masks/'), + pipeline=train_pipeline)) +val_dataloader = dict( + batch_size=1, + num_workers=4, + persistent_workers=True, + sampler=dict(type='DefaultSampler', shuffle=False), + dataset=dict( + type=dataset_type, + data_root=data_root, + ann_file='val.txt', + data_prefix=dict(img_path='images/', seg_map_path='masks/'), + pipeline=test_pipeline)) +test_dataloader = val_dataloader +val_evaluator = dict(type='IoUMetric', iou_metrics=['mIoU', 'mDice']) +test_evaluator = dict(type='IoUMetric', iou_metrics=['mIoU', 'mDice']) diff --git a/projects/medical/2d_image/fluorescein_angriogram/vampire/datasets/__init__.py b/projects/medical/2d_image/fluorescein_angriogram/vampire/datasets/__init__.py new file mode 100755 index 0000000000..93f9cbf050 --- /dev/null +++ b/projects/medical/2d_image/fluorescein_angriogram/vampire/datasets/__init__.py @@ -0,0 +1,3 @@ +from .vampire_dataset import VampireDataset + +__all__ = ['VampireDataset'] diff --git a/projects/medical/2d_image/fluorescein_angriogram/vampire/datasets/vampire_dataset.py b/projects/medical/2d_image/fluorescein_angriogram/vampire/datasets/vampire_dataset.py new file mode 100755 index 0000000000..4d38040f7f --- /dev/null +++ b/projects/medical/2d_image/fluorescein_angriogram/vampire/datasets/vampire_dataset.py @@ -0,0 +1,28 @@ +from mmseg.datasets import BaseSegDataset +from mmseg.registry import DATASETS + + +@DATASETS.register_module() +class VampireDataset(BaseSegDataset): + """VampireDataset dataset. + + In segmentation map annotation for VampireDataset, 0 stands for background, + which is included in 2 categories. ``reduce_zero_label`` is fixed to + False. The ``img_suffix`` is fixed to '.png' and ``seg_map_suffix`` is + fixed to '.png'. + Args: + img_suffix (str): Suffix of images. Default: '.png' + seg_map_suffix (str): Suffix of segmentation maps. Default: '.png' + """ + METAINFO = dict(classes=('background', 'vessel')) + + def __init__(self, + img_suffix='.png', + seg_map_suffix='.png', + reduce_zero_label=False, + **kwargs) -> None: + super().__init__( + img_suffix=img_suffix, + seg_map_suffix=seg_map_suffix, + reduce_zero_label=reduce_zero_label, + **kwargs) diff --git a/projects/medical/2d_image/fluorescein_angriogram/vampire/tools/prepare_dataset.py b/projects/medical/2d_image/fluorescein_angriogram/vampire/tools/prepare_dataset.py new file mode 100644 index 0000000000..2755b5d28b --- /dev/null +++ b/projects/medical/2d_image/fluorescein_angriogram/vampire/tools/prepare_dataset.py @@ -0,0 +1,44 @@ +import os +import shutil + +from PIL import Image + +path = 'data' + +if not os.path.exists(os.path.join(path, 'images', 'train')): + os.system(f'mkdir -p {os.path.join(path, "images", "train")}') + +if not os.path.exists(os.path.join(path, 'masks', 'train')): + os.system(f'mkdir -p {os.path.join(path, "masks", "train")}') + +origin_data_path = os.path.join(path, 'vesselSegmentation') + +imgs_amd14 = os.listdir(os.path.join(origin_data_path, 'AMD14')) +imgs_ger7 = os.listdir(os.path.join(origin_data_path, 'GER7')) + +for img in imgs_amd14: + shutil.copy( + os.path.join(origin_data_path, 'AMD14', img), + os.path.join(path, 'images', 'train', img)) + # copy GT + img_gt = img.replace('.png', '-GT.png') + shutil.copy( + os.path.join(origin_data_path, 'AMD14-GT', f'{img_gt}'), + os.path.join(path, 'masks', 'train', img)) + +for img in imgs_ger7: + shutil.copy( + os.path.join(origin_data_path, 'GER7', img), + os.path.join(path, 'images', 'train', img)) + # copy GT + img_gt = img.replace('.bmp', '-GT.png') + img = img.replace('bmp', 'png') + shutil.copy( + os.path.join(origin_data_path, 'GER7-GT', img_gt), + os.path.join(path, 'masks', 'train', img)) + +imgs = os.listdir(os.path.join(path, 'images', 'train')) +for img in imgs: + if not img.endswith('.png'): + im = Image.open(os.path.join(path, 'images', 'train', img)) + im.save(os.path.join(path, 'images', 'train', img[:-4] + '.png')) diff --git a/projects/medical/2d_image/fundus_photography/dr_hagis/README.md b/projects/medical/2d_image/fundus_photography/dr_hagis/README.md new file mode 100644 index 0000000000..85d8a3e271 --- /dev/null +++ b/projects/medical/2d_image/fundus_photography/dr_hagis/README.md @@ -0,0 +1,155 @@ +# DR HAGIS: Diabetic Retinopathy, Hypertension, Age-related macular degeneration and Glacuoma ImageS + +## Description + +This project supports **`DR HAGIS: Diabetic Retinopathy, Hypertension, Age-related macular degeneration and Glacuoma ImageS`**, which can be downloaded from [here](https://paperswithcode.com/dataset/dr-hagis). + +### Dataset Overview + +The DR HAGIS database has been created to aid the development of vessel extraction algorithms suitable for retinal screening programmes. Researchers are encouraged to test their segmentation algorithms using this database. All thirty-nine fundus images were obtained from a diabetic retinopathy screening programme in the UK. Hence, all images were taken from diabetic patients. + +Besides the fundus images, the manual segmentation of the retinal surface vessels is provided by an expert grader. These manually segmented images can be used as the ground truth to compare and assess the automatic vessel extraction algorithms. Masks of the FOV are provided as well to quantify the accuracy of vessel extraction within the FOV only. The images were acquired in different screening centers, therefore reflecting the range of image resolutions, digital cameras and fundus cameras used in the clinic. The fundus images were captured using a Topcon TRC-NW6s, Topcon TRC-NW8 or a Canon CR DGi fundus camera with a horizontal 45 degree field-of-view (FOV). The images are 4752x3168 pixels, 3456x2304 pixels, 3126x2136 pixels, 2896x1944 pixels or 2816x1880 pixels in size. + +### Original Statistic Information + +| Dataset name | Anatomical region | Task type | Modality | Num. Classes | Train/Val/Test Images | Train/Val/Test Labeled | Release Date | License | +| ------------------------------------------------------- | ----------------- | ------------ | ------------------ | ------------ | --------------------- | ---------------------- | ------------ | ------- | +| [DR HAGIS](https://paperswithcode.com/dataset/dr-hagis) | head and neck | segmentation | fundus photography | 2 | 40/-/- | yes/-/- | 2017 | - | + +| Class Name | Num. Train | Pct. Train | Num. Val | Pct. Val | Num. Test | Pct. Test | +| :--------: | :--------: | :--------: | :------: | :------: | :-------: | :-------: | +| background | 40 | 96.38 | - | - | - | - | +| vessel | 40 | 3.62 | - | - | - | - | + +Note: + +- `Pct` means percentage of pixels in this category in all pixels. + +### Visualization + +![bac](https://raw.githubusercontent.com/uni-medical/medical-datasets-visualization/main/2d/semantic_seg/fundus_photography/dr_hagis/dr_hagis_dataset.png) + +## Usage + +### Prerequisites + +- Python v3.8 +- PyTorch v1.10.0 +- [MIM](https://github.com/open-mmlab/mim) v0.3.4 +- [MMCV](https://github.com/open-mmlab/mmcv) v2.0.0rc4 +- [MMEngine](https://github.com/open-mmlab/mmengine) v0.2.0 or higher +- [MMSegmentation](https://github.com/open-mmlab/mmsegmentation) v1.0.0rc5 + +All the commands below rely on the correct configuration of `PYTHONPATH`, which should point to the project's directory so that Python can locate the module files. In `dr_hagis/` root directory, run the following line to add the current directory to `PYTHONPATH`: + +```shell +export PYTHONPATH=`pwd`:$PYTHONPATH +``` + +### Dataset preparing + +- download dataset from [here](https://paperswithcode.com/dataset/dr-hagis) and decompress data to path `'data/'`. +- run script `"python tools/prepare_dataset.py"` to format data and change folder structure as below. +- run script `"python ../../tools/split_seg_dataset.py"` to split dataset and generate `train.txt`, `val.txt` and `test.txt`. If the label of official validation set and test set can't be obtained, we generate `train.txt` and `val.txt` from the training set randomly. + +```none + mmsegmentation + ├── mmseg + ├── projects + │ ├── medical + │ │ ├── 2d_image + │ │ │ ├── fundus_photography + │ │ │ │ ├── dr_hagis + │ │ │ │ │ ├── configs + │ │ │ │ │ ├── datasets + │ │ │ │ │ ├── tools + │ │ │ │ │ ├── data + │ │ │ │ │ │ ├── train.txt + │ │ │ │ │ │ ├── val.txt + │ │ │ │ │ │ ├── images + │ │ │ │ │ │ │ ├── train + │ │ │ │ | │ │ │ ├── xxx.png + │ │ │ │ | │ │ │ ├── ... + │ │ │ │ | │ │ │ └── xxx.png + │ │ │ │ │ │ ├── masks + │ │ │ │ │ │ │ ├── train + │ │ │ │ | │ │ │ ├── xxx.png + │ │ │ │ | │ │ │ ├── ... + │ │ │ │ | │ │ │ └── xxx.png +``` + +### Divided Dataset Information + +***Note: The table information below is divided by ourselves.*** + +| Class Name | Num. Train | Pct. Train | Num. Val | Pct. Val | Num. Test | Pct. Test | +| :--------: | :--------: | :--------: | :------: | :------: | :-------: | :-------: | +| background | 32 | 96.21 | 8 | 97.12 | - | - | +| vessel | 32 | 3.79 | 8 | 2.88 | - | - | + +### Training commands + +Train models on a single server with one GPU. + +```shell +mim train mmseg ./configs/${CONFIG_FILE} +``` + +### Testing commands + +Test models on a single server with one GPU. + +```shell +mim test mmseg ./configs/${CONFIG_FILE} --checkpoint ${CHECKPOINT_PATH} +``` + + + +## Dataset Citation + +If this work is helpful for your research, please consider citing the below paper. + +``` +@article{holm2017dr, + title={DR HAGIS—a fundus image database for the automatic extraction of retinal surface vessels from diabetic patients}, + author={Holm, Sven and Russell, Greg and Nourrit, Vincent and McLoughlin, Niall}, + journal={Journal of Medical Imaging}, + volume={4}, + number={1}, + pages={014503--014503}, + year={2017}, + publisher={Society of Photo-Optical Instrumentation Engineers} +} +``` + +## Checklist + +- [x] Milestone 1: PR-ready, and acceptable to be one of the `projects/`. + + - [x] Finish the code + + - [x] Basic docstrings & proper citation + + - [ ] Test-time correctness + + - [x] A full README + +- [ ] Milestone 2: Indicates a successful model implementation. + + - [ ] Training-time correctness + +- [ ] Milestone 3: Good to be a part of our core package! + + - [ ] Type hints and docstrings + + - [ ] Unit tests + + - [ ] Code polishing + + - [ ] Metafile.yml + +- [ ] Move your modules into the core package following the codebase's file hierarchy structure. + +- [ ] Refactor your modules into the core package following the codebase's file hierarchy structure. diff --git a/projects/medical/2d_image/fundus_photography/dr_hagis/configs/dr-hagis_512x512.py b/projects/medical/2d_image/fundus_photography/dr_hagis/configs/dr-hagis_512x512.py new file mode 100644 index 0000000000..93b9638410 --- /dev/null +++ b/projects/medical/2d_image/fundus_photography/dr_hagis/configs/dr-hagis_512x512.py @@ -0,0 +1,42 @@ +dataset_type = 'DRHAGISDataset' +data_root = 'data/' +img_scale = (512, 512) +train_pipeline = [ + dict(type='LoadImageFromFile'), + dict(type='LoadAnnotations'), + dict(type='Resize', scale=img_scale, keep_ratio=False), + dict(type='RandomFlip', prob=0.5), + dict(type='PhotoMetricDistortion'), + dict(type='PackSegInputs') +] +test_pipeline = [ + dict(type='LoadImageFromFile'), + dict(type='Resize', scale=img_scale, keep_ratio=False), + dict(type='LoadAnnotations'), + dict(type='PackSegInputs') +] +train_dataloader = dict( + batch_size=16, + num_workers=4, + persistent_workers=True, + sampler=dict(type='InfiniteSampler', shuffle=True), + dataset=dict( + type=dataset_type, + data_root=data_root, + ann_file='train.txt', + data_prefix=dict(img_path='images/', seg_map_path='masks/'), + pipeline=train_pipeline)) +val_dataloader = dict( + batch_size=1, + num_workers=4, + persistent_workers=True, + sampler=dict(type='DefaultSampler', shuffle=False), + dataset=dict( + type=dataset_type, + data_root=data_root, + ann_file='val.txt', + data_prefix=dict(img_path='images/', seg_map_path='masks/'), + pipeline=test_pipeline)) +test_dataloader = val_dataloader +val_evaluator = dict(type='IoUMetric', iou_metrics=['mIoU', 'mDice']) +test_evaluator = dict(type='IoUMetric', iou_metrics=['mIoU', 'mDice']) diff --git a/projects/medical/2d_image/fundus_photography/dr_hagis/configs/fcn-unet-s5-d16_unet_1xb16-0.0001-20k_dr-hagis-512x512.py b/projects/medical/2d_image/fundus_photography/dr_hagis/configs/fcn-unet-s5-d16_unet_1xb16-0.0001-20k_dr-hagis-512x512.py new file mode 100644 index 0000000000..9d14427c45 --- /dev/null +++ b/projects/medical/2d_image/fundus_photography/dr_hagis/configs/fcn-unet-s5-d16_unet_1xb16-0.0001-20k_dr-hagis-512x512.py @@ -0,0 +1,17 @@ +_base_ = [ + './dr-hagis_512x512.py', 'mmseg::_base_/models/fcn_unet_s5-d16.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.dr-hagis_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.0001) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict(num_classes=2), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/fundus_photography/dr_hagis/configs/fcn-unet-s5-d16_unet_1xb16-0.001-20k_dr-hagis-512x512.py b/projects/medical/2d_image/fundus_photography/dr_hagis/configs/fcn-unet-s5-d16_unet_1xb16-0.001-20k_dr-hagis-512x512.py new file mode 100644 index 0000000000..507ec748bf --- /dev/null +++ b/projects/medical/2d_image/fundus_photography/dr_hagis/configs/fcn-unet-s5-d16_unet_1xb16-0.001-20k_dr-hagis-512x512.py @@ -0,0 +1,17 @@ +_base_ = [ + './dr-hagis_512x512.py', 'mmseg::_base_/models/fcn_unet_s5-d16.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.dr-hagis_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.001) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict(num_classes=2), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/fundus_photography/dr_hagis/configs/fcn-unet-s5-d16_unet_1xb16-0.01-20k_dr-hagis-512x512.py b/projects/medical/2d_image/fundus_photography/dr_hagis/configs/fcn-unet-s5-d16_unet_1xb16-0.01-20k_dr-hagis-512x512.py new file mode 100644 index 0000000000..092ae00a7d --- /dev/null +++ b/projects/medical/2d_image/fundus_photography/dr_hagis/configs/fcn-unet-s5-d16_unet_1xb16-0.01-20k_dr-hagis-512x512.py @@ -0,0 +1,17 @@ +_base_ = [ + './dr-hagis_512x512.py', 'mmseg::_base_/models/fcn_unet_s5-d16.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.dr-hagis_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.01) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict(num_classes=2), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/fundus_photography/dr_hagis/datasets/dr-hagis_dataset.py b/projects/medical/2d_image/fundus_photography/dr_hagis/datasets/dr-hagis_dataset.py new file mode 100644 index 0000000000..9659f0b8d7 --- /dev/null +++ b/projects/medical/2d_image/fundus_photography/dr_hagis/datasets/dr-hagis_dataset.py @@ -0,0 +1,27 @@ +from mmseg.datasets import BaseSegDataset +from mmseg.registry import DATASETS + + +@DATASETS.register_module() +class DRHAGISDataset(BaseSegDataset): + """DRHAGISDataset dataset. + + In segmentation map annotation for DRHAGISDataset, + ``reduce_zero_label`` is fixed to False. The ``img_suffix`` + is fixed to '.png' and ``seg_map_suffix`` is fixed to '.png'. + + Args: + img_suffix (str): Suffix of images. Default: '.png' + seg_map_suffix (str): Suffix of segmentation maps. Default: '.png' + """ + METAINFO = dict(classes=('background', 'vessel')) + + def __init__(self, + img_suffix='.png', + seg_map_suffix='.png', + **kwargs) -> None: + super().__init__( + img_suffix=img_suffix, + seg_map_suffix=seg_map_suffix, + reduce_zero_label=False, + **kwargs) diff --git a/projects/medical/2d_image/fundus_photography/dr_hagis/tools/prepare_dataset.py b/projects/medical/2d_image/fundus_photography/dr_hagis/tools/prepare_dataset.py new file mode 100755 index 0000000000..51f4df7dac --- /dev/null +++ b/projects/medical/2d_image/fundus_photography/dr_hagis/tools/prepare_dataset.py @@ -0,0 +1,41 @@ +import glob +import os +import shutil + +import mmengine +import numpy as np +from PIL import Image + +root_path = 'data/' +img_suffix = '.jpg' +seg_map_suffix = '_manual_orig.png' +save_img_suffix = '.png' +save_seg_map_suffix = '.png' + +x_train = glob.glob(os.path.join('data/DRHAGIS/**/*' + img_suffix)) + +mmengine.mkdir_or_exist(root_path + 'images/train/') +mmengine.mkdir_or_exist(root_path + 'masks/train/') + +D3_palette = {0: (0, 0, 0), 1: (1, 1, 1)} +D3_invert_palette = {v: k for k, v in D3_palette.items()} +D2_255_convert_dict = {0: 0, 255: 1} + +part_dir_dict = {0: 'train/', 1: 'val/'} +for ith, part in enumerate([x_train]): + part_dir = part_dir_dict[ith] + for img in part: + basename = os.path.basename(img) + shutil.copy( + img, root_path + 'images/' + part_dir + basename.split('.')[0] + + save_img_suffix) + mask_path = root_path + 'DRHAGIS/Manual_Segmentations/' + basename.split( # noqa + '.')[0] + seg_map_suffix + label = np.array(Image.open(mask_path)) + + save_mask_path = root_path + 'masks/' + part_dir + basename.split( + '.')[0] + save_seg_map_suffix # noqa + mask = np.array(Image.open(mask_path)).astype(np.uint8) + mask[mask == 255] = 1 + mask = Image.fromarray(mask) + mask.save(save_mask_path) diff --git a/projects/medical/2d_image/fundus_photography/gamma3/README.md b/projects/medical/2d_image/fundus_photography/gamma3/README.md new file mode 100644 index 0000000000..e834508fcb --- /dev/null +++ b/projects/medical/2d_image/fundus_photography/gamma3/README.md @@ -0,0 +1,167 @@ +# Glaucoma grAding from Multi-Modality imAges Task3 + +## Description + +This project support **`Glaucoma grAding from Multi-Modality imAges Task3`**, and the dataset used in this project can be downloaded from [here](https://aistudio.baidu.com/aistudio/competition/detail/121/0/datasets). + +### Dataset Overview + +This regular-challenge dataset was provided by Sun Yat-sen Ophthalmic Center, Sun Yat-sen University, Guangzhou, China. The dataset contains 200 fundus color images: 100 pairs in the training set and 100 pairs in the test set. + +### Original Statistic Information + +| Dataset name | Anatomical region | Task type | Modality | Num. Classes | Train/Val/Test Images | Train/Val/Test Labeled | Release Date | License | +| ----------------------------------------------------------------------------------- | ----------------- | ------------ | --------------- | ------------ | --------------------- | ---------------------- | ------------ | --------------------------------------------------------------- | +| [GammaTask3](https://aistudio.baidu.com/aistudio/competition/detail/121/0/datasets) | eye | segmentation | fundus photophy | 3 | 100/-/100 | yes/-/- | 2021 | [CC-BY-NC 4.0](https://creativecommons.org/licenses/by-sa/4.0/) | + +| Class Name | Num. Train | Pct. Train | Num. Val | Pct. Val | Num. Test | Pct. Test | +| :--------: | :--------: | :--------: | :------: | :------: | :-------: | :-------: | +| background | 100 | 99.02 | - | - | - | - | +| optic disc | 100 | 0.67 | - | - | - | - | +| optic cup | 100 | 0.31 | - | - | - | - | + +Note: + +- `Pct` means percentage of pixels in this category in all pixels. + +### Visualization + +![bac](https://raw.githubusercontent.com/uni-medical/medical-datasets-visualization/main/2d/semantic_seg/fundus_photography/gamma3/gamma3_dataset.png) + +## Dataset Citation + +```bibtex +@article{fu2018joint, + title={Joint optic disc and cup segmentation based on multi-label deep network and polar transformation}, + author={Fu, Huazhu and Cheng, Jun and Xu, Yanwu and Wong, Damon Wing Kee and Liu, Jiang and Cao, Xiaochun}, + journal={IEEE transactions on medical imaging}, + volume={37}, + number={7}, + pages={1597--1605}, + year={2018}, + publisher={IEEE} +} + +@article{sevastopolsky2017optic, + title={Optic disc and cup segmentation methods for glaucoma detection with modification of U-Net convolutional neural network}, + author={Sevastopolsky, Artem}, + journal={Pattern Recognition and Image Analysis}, + volume={27}, + pages={618--624}, + year={2017}, + publisher={Springer} +} +``` + +### Prerequisites + +- Python v3.8 +- PyTorch v1.10.0 +- pillow(PIL) v9.3.0 +- scikit-learn(sklearn) v1.2.0 +- [MIM](https://github.com/open-mmlab/mim) v0.3.4 +- [MMCV](https://github.com/open-mmlab/mmcv) v2.0.0rc4 +- [MMEngine](https://github.com/open-mmlab/mmengine) v0.2.0 or higher +- [MMSegmentation](https://github.com/open-mmlab/mmsegmentation) v1.0.0rc5 + +All the commands below rely on the correct configuration of `PYTHONPATH`, which should point to the project's directory so that Python can locate the module files. In `gammm3/` root directory, run the following line to add the current directory to `PYTHONPATH`: + +```shell +export PYTHONPATH=`pwd`:$PYTHONPATH +``` + +### Dataset preparing + +- download dataset from [here](https://aistudio.baidu.com/aistudio/competition/detail/121/0/datasets) and decompression data to path `'data/'`. +- run script `"python tools/prepare_dataset.py"` to split dataset and change folder structure as below. +- run script `"python ../../tools/split_seg_dataset.py"` to split dataset and generate `train.txt`, `val.txt` and `test.txt`. If the label of official validation set and test set can't be obtained, we generate `train.txt` and `val.txt` from the training set randomly. + +```none + mmsegmentation + ├── mmseg + ├── projects + │ ├── medical + │ │ ├── 2d_image + │ │ │ ├── fundus_photography + │ │ │ │ ├── gamma3 + │ │ │ │ │ ├── configs + │ │ │ │ │ ├── datasets + │ │ │ │ │ ├── tools + │ │ │ │ │ ├── data + │ │ │ │ │ │ ├── train.txt + │ │ │ │ │ │ ├── val.txt + │ │ │ │ │ │ ├── images + │ │ │ │ │ │ │ ├── train + │ │ │ │ | │ │ │ ├── xxx.png + │ │ │ │ | │ │ │ ├── ... + │ │ │ │ | │ │ │ └── xxx.png + │ │ │ │ │ │ │ ├── test + │ │ │ │ | │ │ │ ├── yyy.png + │ │ │ │ | │ │ │ ├── ... + │ │ │ │ | │ │ │ └── yyy.png + │ │ │ │ │ │ ├── masks + │ │ │ │ │ │ │ ├── train + │ │ │ │ | │ │ │ ├── xxx.png + │ │ │ │ | │ │ │ ├── ... + │ │ │ │ | │ │ │ └── xxx.png +``` + +### Divided Dataset Information + +***Note: The table information below is divided by ourselves.*** + +| Class Name | Num. Train | Pct. Train | Num. Val | Pct. Val | Num. Test | Pct. Test | +| :--------: | :--------: | :--------: | :------: | :------: | :-------: | :-------: | +| background | 80 | 99.01 | 20 | 99.07 | - | - | +| optic disc | 80 | 0.68 | 20 | 0.63 | - | - | +| optic cup | 80 | 0.32 | 20 | 0.31 | - | - | + +### Training commands + +To train models on a single server with one GPU. (default) + +```shell +mim train mmseg ./configs/${CONFIG_PATH} +``` + +### Testing commands + +To test models on a single server with one GPU. (default) + +```shell +mim test mmseg ./configs/${CONFIG_PATH} --checkpoint ${CHECKPOINT_PATH} +``` + + + +## Checklist + +- [x] Milestone 1: PR-ready, and acceptable to be one of the `projects/`. + + - [x] Finish the code + + - [x] Basic docstrings & proper citation + + - [ ] Test-time correctness + + - [x] A full README + +- [ ] Milestone 2: Indicates a successful model implementation. + + - [ ] Training-time correctness + +- [ ] Milestone 3: Good to be a part of our core package! + + - [ ] Type hints and docstrings + + - [ ] Unit tests + + - [ ] Code polishing + + - [ ] Metafile.yml + +- [ ] Move your modules into the core package following the codebase's file hierarchy structure. + +- [ ] Refactor your modules into the core package following the codebase's file hierarchy structure. diff --git a/projects/medical/2d_image/fundus_photography/gamma3/configs/fcn-unet-s5-d16_unet_1xb16-0.0001-20k_gamma3-512x512.py b/projects/medical/2d_image/fundus_photography/gamma3/configs/fcn-unet-s5-d16_unet_1xb16-0.0001-20k_gamma3-512x512.py new file mode 100644 index 0000000000..0daac51e10 --- /dev/null +++ b/projects/medical/2d_image/fundus_photography/gamma3/configs/fcn-unet-s5-d16_unet_1xb16-0.0001-20k_gamma3-512x512.py @@ -0,0 +1,17 @@ +_base_ = [ + 'mmseg::_base_/models/fcn_unet_s5-d16.py', './gamma3_512x512.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.gamma3_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.0001) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict(num_classes=3), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/fundus_photography/gamma3/configs/fcn-unet-s5-d16_unet_1xb16-0.001-20k_gamma3-512x512.py b/projects/medical/2d_image/fundus_photography/gamma3/configs/fcn-unet-s5-d16_unet_1xb16-0.001-20k_gamma3-512x512.py new file mode 100644 index 0000000000..8a25cd0d26 --- /dev/null +++ b/projects/medical/2d_image/fundus_photography/gamma3/configs/fcn-unet-s5-d16_unet_1xb16-0.001-20k_gamma3-512x512.py @@ -0,0 +1,17 @@ +_base_ = [ + 'mmseg::_base_/models/fcn_unet_s5-d16.py', './gamma3_512x512.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.gamma3_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.001) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict(num_classes=3), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/fundus_photography/gamma3/configs/fcn-unet-s5-d16_unet_1xb16-0.01-20k_gamma3-512x512.py b/projects/medical/2d_image/fundus_photography/gamma3/configs/fcn-unet-s5-d16_unet_1xb16-0.01-20k_gamma3-512x512.py new file mode 100644 index 0000000000..ea64843867 --- /dev/null +++ b/projects/medical/2d_image/fundus_photography/gamma3/configs/fcn-unet-s5-d16_unet_1xb16-0.01-20k_gamma3-512x512.py @@ -0,0 +1,17 @@ +_base_ = [ + 'mmseg::_base_/models/fcn_unet_s5-d16.py', './gamma3_512x512.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.gamma3_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.01) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict(num_classes=3), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/fundus_photography/gamma3/configs/gamma3_512x512.py b/projects/medical/2d_image/fundus_photography/gamma3/configs/gamma3_512x512.py new file mode 100644 index 0000000000..d23ab55ca7 --- /dev/null +++ b/projects/medical/2d_image/fundus_photography/gamma3/configs/gamma3_512x512.py @@ -0,0 +1,42 @@ +dataset_type = 'Gamma3Dataset' +data_root = 'data/' +img_scale = (512, 512) +train_pipeline = [ + dict(type='LoadImageFromFile'), + dict(type='LoadAnnotations'), + dict(type='Resize', scale=img_scale, keep_ratio=False), + dict(type='RandomFlip', prob=0.5), + dict(type='PhotoMetricDistortion'), + dict(type='PackSegInputs') +] +test_pipeline = [ + dict(type='LoadImageFromFile'), + dict(type='Resize', scale=img_scale, keep_ratio=False), + dict(type='LoadAnnotations'), + dict(type='PackSegInputs') +] +train_dataloader = dict( + batch_size=16, + num_workers=4, + persistent_workers=True, + sampler=dict(type='InfiniteSampler', shuffle=True), + dataset=dict( + type=dataset_type, + data_root=data_root, + ann_file='train.txt', + data_prefix=dict(img_path='images/', seg_map_path='masks/'), + pipeline=train_pipeline)) +val_dataloader = dict( + batch_size=1, + num_workers=4, + persistent_workers=True, + sampler=dict(type='DefaultSampler', shuffle=False), + dataset=dict( + type=dataset_type, + data_root=data_root, + ann_file='val.txt', + data_prefix=dict(img_path='images/', seg_map_path='masks/'), + pipeline=test_pipeline)) +test_dataloader = val_dataloader +val_evaluator = dict(type='IoUMetric', iou_metrics=['mIoU', 'mDice']) +test_evaluator = dict(type='IoUMetric', iou_metrics=['mIoU', 'mDice']) diff --git a/projects/medical/2d_image/fundus_photography/gamma3/datasets/gamma3_dataset.py b/projects/medical/2d_image/fundus_photography/gamma3/datasets/gamma3_dataset.py new file mode 100644 index 0000000000..56cbdd63e6 --- /dev/null +++ b/projects/medical/2d_image/fundus_photography/gamma3/datasets/gamma3_dataset.py @@ -0,0 +1,30 @@ +from mmseg.datasets import BaseSegDataset +from mmseg.registry import DATASETS + + +@DATASETS.register_module() +class Gamma3Dataset(BaseSegDataset): + """Gamma3Dataset dataset. + + In segmentation map annotation for Gamma3Dataset, + ``reduce_zero_label`` is fixed to False. The ``img_suffix`` + is fixed to '.png' and ``seg_map_suffix`` is fixed to '.png'. + + Args: + img_suffix (str): Suffix of images. Default: '.png' + seg_map_suffix (str): Suffix of segmentation maps. Default: '.png' + reduce_zero_label (bool): Whether to mark label zero as ignored. + Default to False. + """ + METAINFO = dict(classes=('background', 'disc', 'cup')) + + def __init__(self, + img_suffix='.png', + seg_map_suffix='.png', + reduce_zero_label=False, + **kwargs) -> None: + super().__init__( + img_suffix=img_suffix, + seg_map_suffix=seg_map_suffix, + reduce_zero_label=reduce_zero_label, + **kwargs) diff --git a/projects/medical/2d_image/fundus_photography/gamma3/tools/prepare_dataset.py b/projects/medical/2d_image/fundus_photography/gamma3/tools/prepare_dataset.py new file mode 100644 index 0000000000..eb820b6b74 --- /dev/null +++ b/projects/medical/2d_image/fundus_photography/gamma3/tools/prepare_dataset.py @@ -0,0 +1,107 @@ +import glob +import os + +import numpy as np +from PIL import Image + +root_path = 'data/' +img_suffix = '.jpg' +seg_map_suffix = '.png' +save_img_suffix = '.png' +save_seg_map_suffix = '.png' +tgt_img_train_dir = os.path.join(root_path, 'images/train/') +tgt_mask_train_dir = os.path.join(root_path, 'masks/train/') +tgt_img_test_dir = os.path.join(root_path, 'images/test/') +os.system('mkdir -p ' + tgt_img_train_dir) +os.system('mkdir -p ' + tgt_mask_train_dir) +os.system('mkdir -p ' + tgt_img_test_dir) + + +def filter_suffix_recursive(src_dir, suffix): + # filter out file names and paths in source directory + suffix = '.' + suffix if '.' not in suffix else suffix + file_paths = glob.glob( + os.path.join(src_dir, '**/*' + suffix), recursive=True) + file_names = [_.split('/')[-1] for _ in file_paths] + return sorted(file_paths), sorted(file_names) + + +def convert_label(img, convert_dict): + arr = np.zeros_like(img, dtype=np.uint8) + for c, i in convert_dict.items(): + arr[img == c] = i + return arr + + +def convert_pics_into_pngs(src_dir, tgt_dir, suffix, convert='RGB'): + if not os.path.exists(tgt_dir): + os.makedirs(tgt_dir) + src_paths, src_names = filter_suffix_recursive(src_dir, suffix=suffix) + + for i, (src_name, src_path) in enumerate(zip(src_names, src_paths)): + tgt_name = src_name.replace(suffix, save_img_suffix) + tgt_path = os.path.join(tgt_dir, tgt_name) + num = len(src_paths) + img = np.array(Image.open(src_path)) + if len(img.shape) == 2: + pil = Image.fromarray(img).convert(convert) + elif len(img.shape) == 3: + pil = Image.fromarray(img) + else: + raise ValueError('Input image not 2D/3D: ', img.shape) + + pil.save(tgt_path) + print(f'processed {i+1}/{num}.') + + +def convert_label_pics_into_pngs(src_dir, + tgt_dir, + suffix, + convert_dict={ + 0: 2, + 128: 1, + 255: 0 + }): + if not os.path.exists(tgt_dir): + os.makedirs(tgt_dir) + + src_paths, src_names = filter_suffix_recursive(src_dir, suffix=suffix) + num = len(src_paths) + for i, (src_name, src_path) in enumerate(zip(src_names, src_paths)): + tgt_name = src_name.replace(suffix, save_seg_map_suffix) + tgt_path = os.path.join(tgt_dir, tgt_name) + + img = np.array(Image.open(src_path)) + img = convert_label(img, convert_dict) + Image.fromarray(img).save(tgt_path) + print(f'processed {i+1}/{num}.') + + +if __name__ == '__main__': + + convert_pics_into_pngs( + os.path.join( + root_path, + 'task3_disc_cup_segmentation/training/fundus color images/'), + tgt_img_train_dir, + suffix=img_suffix) + + convert_pics_into_pngs( + os.path.join( + root_path, + 'task3_disc_cup_segmentation/testing/fundus color images/'), + tgt_img_test_dir, + suffix=img_suffix) + + convert_label_pics_into_pngs( + os.path.join(root_path, + 'task3_disc_cup_segmentation/training/Disc_Cup_Mask/'), + tgt_mask_train_dir, + suffix=seg_map_suffix, + convert_dict={ + 0: 2, + 128: 1, + 255: 0 + }) + # original: [0, 128, 255] for ['optic cup', 'optic disc', 'background'] + # converted: [0, 1, 2] for ['background', 'optic disc', 'optic cup'] diff --git a/projects/medical/2d_image/fundus_photography/orvs/README.md b/projects/medical/2d_image/fundus_photography/orvs/README.md new file mode 100644 index 0000000000..6f09203ac4 --- /dev/null +++ b/projects/medical/2d_image/fundus_photography/orvs/README.md @@ -0,0 +1,140 @@ +# ORVS (Online Retinal image for Vessel Segmentation (ORVS)) + +## Description + +This project supports **`ORVS (Online Retinal image for Vessel Segmentation (ORVS))`**, which can be downloaded from [here](https://opendatalab.org.cn/ORVS). + +### Dataset Overview + +The ORVS dataset is a newly established collaboration between the Department of Computer Science and the Department of Vision Science at the University of Calgary. The dataset contains 49 images collected from a clinic in Calgary, Canada, consisting of 42 training images and 7 testing images. All images were obtained using a Zeiss Visucam 200 with a 30-degree field of view (FOV). The image size is 1444×1444 pixels with 24 bits per pixel. The images are stored in JPEG format with low compression, which is common in ophthalmic practice. All images were manually traced by an expert who has been working in the field of retinal image analysis and has been trained to mark all pixels belonging to retinal vessels. The Windows Paint 3D tool was used for manual image annotation. + +### Original Statistic Information + +| Dataset name | Anatomical region | Task type | Modality | Num. Classes | Train/Val/Test Images | Train/Val/Test Labeled | Release Date | License | +| ------------------------------------------------------ | ----------------- | ------------ | ------------------ | ------------ | --------------------- | ---------------------- | ------------ | ------- | +| [Bactteria detection](https://opendatalab.org.cn/ORVS) | bacteria | segmentation | fundus photography | 2 | 130/-/72 | yes/-/yes | 2020 | - | + +| Class Name | Num. Train | Pct. Train | Num. Val | Pct. Val | Num. Test | Pct. Test | +| :--------: | :--------: | :--------: | :------: | :------: | :-------: | :-------: | +| background | 130 | 94.83 | - | - | 72 | 94.25 | +| vessel | 130 | 5.17 | - | - | 72 | 5.75 | + +Note: + +- `Pct` means percentage of pixels in this category in all pixels. + +### Visualization + +![bac](https://raw.githubusercontent.com/uni-medical/medical-datasets-visualization/main/2d/semantic_seg/fundus_photography/orvs/ORVS_dataset.png) + +### Prerequisites + +- Python v3.8 +- PyTorch v1.10.0 +- [MIM](https://github.com/open-mmlab/mim) v0.3.4 +- [MMCV](https://github.com/open-mmlab/mmcv) v2.0.0rc4 +- [MMEngine](https://github.com/open-mmlab/mmengine) v0.2.0 or higher +- [MMSegmentation](https://github.com/open-mmlab/mmsegmentation) v1.0.0rc5 + +All the commands below rely on the correct configuration of `PYTHONPATH`, which should point to the project's directory so that Python can locate the module files. In `orvs/` root directory, run the following line to add the current directory to `PYTHONPATH`: + +```shell +export PYTHONPATH=`pwd`:$PYTHONPATH +``` + +### Dataset preparing + +- Clone this [repository](https://github.com/AbdullahSarhan/ICPRVessels), then move `Vessels-Datasets` to `data/`. +- run script `"python tools/prepare_dataset.py"` to format data and change folder structure as below. +- run script `"python ../../tools/split_seg_dataset.py"` to split dataset and generate `train.txt`, `val.txt` and `test.txt`. If the label of official validation set and test set can't be obtained, we generate `train.txt` and `val.txt` from the training set randomly. + +```none + mmsegmentation + ├── mmseg + ├── projects + │ ├── medical + │ │ ├── 2d_image + │ │ │ ├── fundus_photography + │ │ │ │ ├── orvs + │ │ │ │ │ ├── configs + │ │ │ │ │ ├── datasets + │ │ │ │ │ ├── tools + │ │ │ │ │ ├── data + │ │ │ │ │ │ ├── train.txt + │ │ │ │ │ │ ├── test.txt + │ │ │ │ │ │ ├── images + │ │ │ │ │ │ │ ├── train + │ │ │ │ | │ │ │ ├── xxx.png + │ │ │ │ | │ │ │ ├── ... + │ │ │ │ | │ │ │ └── xxx.png + │ │ │ │ │ │ ├── masks + │ │ │ │ │ │ │ ├── train + │ │ │ │ | │ │ │ ├── xxx.png + │ │ │ │ | │ │ │ ├── ... + │ │ │ │ | │ │ │ └── xxx.png +``` + +### Training commands + +Train models on a single server with one GPU. + +```shell +mim train mmseg ./configs/${CONFIG_FILE} +``` + +### Testing commands + +Test models on a single server with one GPU. + +```shell +mim test mmseg ./configs/${CONFIG_FILE} --checkpoint ${CHECKPOINT_PATH} +``` + + + +## Dataset Citation + +If this work is helpful for your research, please consider citing the below paper. + +``` +@inproceedings{sarhan2021transfer, + title={Transfer learning through weighted loss function and group normalization for vessel segmentation from retinal images}, + author={Sarhan, Abdullah and Rokne, Jon and Alhajj, Reda and Crichton, Andrew}, + booktitle={2020 25th International Conference on Pattern Recognition (ICPR)}, + pages={9211--9218}, + year={2021}, + organization={IEEE} +} +``` + +## Checklist + +- [x] Milestone 1: PR-ready, and acceptable to be one of the `projects/`. + + - [x] Finish the code + + - [x] Basic docstrings & proper citation + + - [ ] Test-time correctness + + - [x] A full README + +- [ ] Milestone 2: Indicates a successful model implementation. + + - [ ] Training-time correctness + +- [ ] Milestone 3: Good to be a part of our core package! + + - [ ] Type hints and docstrings + + - [ ] Unit tests + + - [ ] Code polishing + + - [ ] Metafile.yml + +- [ ] Move your modules into the core package following the codebase's file hierarchy structure. + +- [ ] Refactor your modules into the core package following the codebase's file hierarchy structure. diff --git a/projects/medical/2d_image/fundus_photography/orvs/configs/fcn-unet-s5-d16_unet_1xb16-0.0001-20k_orvs-512x512.py b/projects/medical/2d_image/fundus_photography/orvs/configs/fcn-unet-s5-d16_unet_1xb16-0.0001-20k_orvs-512x512.py new file mode 100644 index 0000000000..662f837158 --- /dev/null +++ b/projects/medical/2d_image/fundus_photography/orvs/configs/fcn-unet-s5-d16_unet_1xb16-0.0001-20k_orvs-512x512.py @@ -0,0 +1,17 @@ +_base_ = [ + './orvs_512x512.py', 'mmseg::_base_/models/fcn_unet_s5-d16.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.orvs_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.0001) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict(num_classes=2), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/fundus_photography/orvs/configs/fcn-unet-s5-d16_unet_1xb16-0.001-20k_orvs-512x512.py b/projects/medical/2d_image/fundus_photography/orvs/configs/fcn-unet-s5-d16_unet_1xb16-0.001-20k_orvs-512x512.py new file mode 100644 index 0000000000..c47cdb6b24 --- /dev/null +++ b/projects/medical/2d_image/fundus_photography/orvs/configs/fcn-unet-s5-d16_unet_1xb16-0.001-20k_orvs-512x512.py @@ -0,0 +1,17 @@ +_base_ = [ + './orvs_512x512.py', 'mmseg::_base_/models/fcn_unet_s5-d16.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.orvs_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.001) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict(num_classes=2), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/fundus_photography/orvs/configs/fcn-unet-s5-d16_unet_1xb16-0.01-20k_orvs-512x512.py b/projects/medical/2d_image/fundus_photography/orvs/configs/fcn-unet-s5-d16_unet_1xb16-0.01-20k_orvs-512x512.py new file mode 100644 index 0000000000..1097aade28 --- /dev/null +++ b/projects/medical/2d_image/fundus_photography/orvs/configs/fcn-unet-s5-d16_unet_1xb16-0.01-20k_orvs-512x512.py @@ -0,0 +1,17 @@ +_base_ = [ + './orvs_512x512.py', 'mmseg::_base_/models/fcn_unet_s5-d16.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.orvs_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.01) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict(num_classes=2), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/fundus_photography/orvs/configs/orvs_512x512.py b/projects/medical/2d_image/fundus_photography/orvs/configs/orvs_512x512.py new file mode 100644 index 0000000000..a5594dec38 --- /dev/null +++ b/projects/medical/2d_image/fundus_photography/orvs/configs/orvs_512x512.py @@ -0,0 +1,42 @@ +dataset_type = 'ORVSDataset' +data_root = 'data/' +img_scale = (512, 512) +train_pipeline = [ + dict(type='LoadImageFromFile'), + dict(type='LoadAnnotations'), + dict(type='Resize', scale=img_scale, keep_ratio=False), + dict(type='RandomFlip', prob=0.5), + dict(type='PhotoMetricDistortion'), + dict(type='PackSegInputs') +] +test_pipeline = [ + dict(type='LoadImageFromFile'), + dict(type='Resize', scale=img_scale, keep_ratio=False), + dict(type='LoadAnnotations'), + dict(type='PackSegInputs') +] +train_dataloader = dict( + batch_size=16, + num_workers=4, + persistent_workers=True, + sampler=dict(type='InfiniteSampler', shuffle=True), + dataset=dict( + type=dataset_type, + data_root=data_root, + ann_file='train.txt', + data_prefix=dict(img_path='images/', seg_map_path='masks/'), + pipeline=train_pipeline)) +val_dataloader = dict( + batch_size=1, + num_workers=4, + persistent_workers=True, + sampler=dict(type='DefaultSampler', shuffle=False), + dataset=dict( + type=dataset_type, + data_root=data_root, + ann_file='test.txt', + data_prefix=dict(img_path='images/', seg_map_path='masks/'), + pipeline=test_pipeline)) +test_dataloader = val_dataloader +val_evaluator = dict(type='IoUMetric', iou_metrics=['mIoU', 'mDice']) +test_evaluator = dict(type='IoUMetric', iou_metrics=['mIoU', 'mDice']) diff --git a/projects/medical/2d_image/fundus_photography/orvs/datasets/orvs_dataset.py b/projects/medical/2d_image/fundus_photography/orvs/datasets/orvs_dataset.py new file mode 100644 index 0000000000..e915ae4cd2 --- /dev/null +++ b/projects/medical/2d_image/fundus_photography/orvs/datasets/orvs_dataset.py @@ -0,0 +1,27 @@ +from mmseg.datasets import BaseSegDataset +from mmseg.registry import DATASETS + + +@DATASETS.register_module() +class ORVSDataset(BaseSegDataset): + """ORVSDataset dataset. + + In segmentation map annotation for ORVSDataset, + ``reduce_zero_label`` is fixed to False. The ``img_suffix`` + is fixed to '.png' and ``seg_map_suffix`` is fixed to '.png'. + + Args: + img_suffix (str): Suffix of images. Default: '.png' + seg_map_suffix (str): Suffix of segmentation maps. Default: '.png' + """ + METAINFO = dict(classes=('background', 'vessel')) + + def __init__(self, + img_suffix='.png', + seg_map_suffix='.png', + **kwargs) -> None: + super().__init__( + img_suffix=img_suffix, + seg_map_suffix=seg_map_suffix, + reduce_zero_label=False, + **kwargs) diff --git a/projects/medical/2d_image/fundus_photography/orvs/tools/prepare_dataset.py b/projects/medical/2d_image/fundus_photography/orvs/tools/prepare_dataset.py new file mode 100755 index 0000000000..f902d87101 --- /dev/null +++ b/projects/medical/2d_image/fundus_photography/orvs/tools/prepare_dataset.py @@ -0,0 +1,55 @@ +import glob +import os + +import numpy as np +from PIL import Image + +root_path = 'data/' +img_suffix = '.jpg' +seg_map_suffix_list = ['.jpg', '.png', '.tif'] +save_img_suffix = '.png' +save_seg_map_suffix = '.png' + +x_train = glob.glob( + os.path.join('data/Vessels-Datasets/*/Train/Original/Images/*' + + img_suffix)) +x_test = glob.glob( + os.path.join('data/Vessels-Datasets/*/Test/Original/Images/*' + + img_suffix)) + +os.system('mkdir -p ' + root_path + 'images/train/') +os.system('mkdir -p ' + root_path + 'images/test/') +os.system('mkdir -p ' + root_path + 'masks/train/') +os.system('mkdir -p ' + root_path + 'masks/test/') + +part_dir_dict = {0: 'train/', 1: 'test/'} +for ith, part in enumerate([x_train, x_test]): + part_dir = part_dir_dict[ith] + for img in part: + type_name = img.split('/')[-5] + basename = type_name + '_' + os.path.basename(img) + save_img_path = root_path + 'images/' + part_dir + basename.split( + '.')[0] + save_img_suffix + Image.open(img).save(save_img_path) + + for seg_map_suffix in seg_map_suffix_list: + if os.path.exists('/'.join(img.split('/')[:-1]).replace( + 'Images', 'Labels')): + mask_path = img.replace('Images', 'Labels').replace( + img_suffix, seg_map_suffix) + else: + mask_path = img.replace('Images', 'labels').replace( + img_suffix, seg_map_suffix) + if os.path.exists(mask_path): + break + save_mask_path = root_path + 'masks/' + part_dir + basename.split( + '.')[0] + save_seg_map_suffix + masks = np.array(Image.open(mask_path).convert('L')).astype(np.uint8) + if len(np.unique(masks)) == 2 and 1 in np.unique(masks): + print(np.unique(masks)) + pass + else: + masks[masks < 128] = 0 + masks[masks >= 128] = 1 + masks = Image.fromarray(masks) + masks.save(save_mask_path) diff --git a/projects/medical/2d_image/fundus_photography/rite/README.md b/projects/medical/2d_image/fundus_photography/rite/README.md new file mode 100644 index 0000000000..0aea9b00d1 --- /dev/null +++ b/projects/medical/2d_image/fundus_photography/rite/README.md @@ -0,0 +1,135 @@ +# Retinal Images vessel Tree Extraction (RITE) + +## Description + +This project supports **`Retinal Images vessel Tree Extraction (RITE) `**, which can be downloaded from [here](https://opendatalab.com/RITE). + +### Dataset Overview + +The RITE (Retinal Images vessel Tree Extraction) is a database that enables comparative studies on segmentation or classification of arteries and veins on retinal fundus images, which is established based on the public available DRIVE database (Digital Retinal Images for Vessel Extraction). RITE contains 40 sets of images, equally separated into a training subset and a test subset, the same as DRIVE. The two subsets are built from the corresponding two subsets in DRIVE. For each set, there is a fundus photograph, a vessel reference standard. The fundus photograph is inherited from DRIVE. For the training set, the vessel reference standard is a modified version of 1st_manual from DRIVE. For the test set, the vessel reference standard is 2nd_manual from DRIVE. + +### Statistic Information + +| Dataset Name | Anatomical Region | Task Type | Modality | Num. Classes | Train/Val/Test Images | Train/Val/Test Labeled | Release Date | License | +| ------------------------------------ | ----------------- | ------------ | ------------------ | ------------ | --------------------- | ---------------------- | ------------ | --------------------------------------------------------------- | +| [Rite](https://opendatalab.com/RITE) | head_and_neck | segmentation | fundus_photography | 2 | 20/-/20 | yes/-/yes | 2013 | [CC-BY-NC 4.0](https://creativecommons.org/licenses/by-sa/4.0/) | + +| Class Name | Num. Train | Pct. Train | Num. Val | Pct. Val | Num. Test | Pct. Test | +| :--------: | :--------: | :--------: | :------: | :------: | :-------: | :-------: | +| background | 20 | 91.61 | - | - | 20 | 91.58 | +| vessel | 20 | 8.39 | - | - | 20 | 8.42 | + +Note: + +- `Pct` means percentage of pixels in this category in all pixels. + +### Visualization + +![rite](https://raw.githubusercontent.com/uni-medical/medical-datasets-visualization/main/2d/semantic_seg/fundus_photography/rite/rite_dataset.png?raw=true) + +### Dataset Citation + +``` +@InProceedings{10.1007/978-3-642-40763-5_54, + author={Hu, Qiao and Abr{\`a}moff, Michael D. and Garvin, Mona K.}, + title={Automated Separation of Binary Overlapping Trees in Low-Contrast Color Retinal Images}, + booktitle={Medical Image Computing and Computer-Assisted Intervention -- MICCAI 2013}, + year={2013}, + pages={436--443}, +} + + +``` + +### Prerequisites + +- Python v3.8 +- PyTorch v1.10.0 +- pillow(PIL) v9.3.0 9.3.0 +- scikit-learn(sklearn) v1.2.0 1.2.0 +- [MIM](https://github.com/open-mmlab/mim) v0.3.4 +- [MMCV](https://github.com/open-mmlab/mmcv) v2.0.0rc4 +- [MMEngine](https://github.com/open-mmlab/mmengine) v0.2.0 or higher +- [MMSegmentation](https://github.com/open-mmlab/mmsegmentation) v1.0.0rc5 + +All the commands below rely on the correct configuration of `PYTHONPATH`, which should point to the project's directory so that Python can locate the module files. In `rite/` root directory, run the following line to add the current directory to `PYTHONPATH`: + +```shell +export PYTHONPATH=`pwd`:$PYTHONPATH +``` + +### Dataset Preparing + +- download dataset from [here](https://opendatalab.com/RITE) and decompress data to path `'data/'`. +- run script `"python tools/prepare_dataset.py"` to format data and change folder structure as below. +- run script `"python ../../tools/split_seg_dataset.py"` to split dataset and generate `train.txt`, `val.txt` and `test.txt`. If the label of official validation set and test set cannot be obtained, we generate `train.txt` and `val.txt` from the training set randomly. + +```none + mmsegmentation + ├── mmseg + ├── projects + │ ├── medical + │ │ ├── 2d_image + │ │ │ ├── fundus_photography + │ │ │ │ ├── rite + │ │ │ │ │ ├── configs + │ │ │ │ │ ├── datasets + │ │ │ │ │ ├── tools + │ │ │ │ │ ├── data + │ │ │ │ │ │ ├── train.txt + │ │ │ │ │ │ ├── val.txt + │ │ │ │ │ │ ├── images + │ │ │ │ │ │ │ ├── train + │ │ │ │ | │ │ │ ├── xxx.png + │ │ │ │ | │ │ │ ├── ... + │ │ │ │ | │ │ │ └── xxx.png + │ │ │ │ │ │ ├── masks + │ │ │ │ │ │ │ ├── train + │ │ │ │ | │ │ │ ├── xxx.png + │ │ │ │ | │ │ │ ├── ... + │ │ │ │ | │ │ │ └── xxx.png +``` + +### Training commands + +To train models on a single server with one GPU. (default) + +```shell +mim train mmseg ./configs/${CONFIG_FILE} +``` + +### Testing commands + +To test models on a single server with one GPU. (default) + +```shell +mim test mmseg ./configs/${CONFIG_FILE} --checkpoint ${CHECKPOINT_PATH} +``` + + + +## Checklist + +- [x] Milestone 1: PR-ready, and acceptable to be one of the `projects/`. + + - [x] Finish the code + - [x] Basic docstrings & proper citation + - [ ] Test-time correctness + - [x] A full README + +- [ ] Milestone 2: Indicates a successful model implementation. + + - [ ] Training-time correctness + +- [ ] Milestone 3: Good to be a part of our core package! + + - [ ] Type hints and docstrings + - [ ] Unit tests + - [ ] Code polishing + - [ ] Metafile.yml + +- [ ] Move your modules into the core package following the codebase's file hierarchy structure. + +- [ ] Refactor your modules into the core package following the codebase's file hierarchy structure. diff --git a/projects/medical/2d_image/fundus_photography/rite/configs/fcn-unet-s5-d16_unet_1xb16-0.0001-20k_rite-512x512.py b/projects/medical/2d_image/fundus_photography/rite/configs/fcn-unet-s5-d16_unet_1xb16-0.0001-20k_rite-512x512.py new file mode 100644 index 0000000000..27dd4363b1 --- /dev/null +++ b/projects/medical/2d_image/fundus_photography/rite/configs/fcn-unet-s5-d16_unet_1xb16-0.0001-20k_rite-512x512.py @@ -0,0 +1,17 @@ +_base_ = [ + 'mmseg::_base_/models/fcn_unet_s5-d16.py', './rite_512x512.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.rite_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.0001) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict(num_classes=2), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/fundus_photography/rite/configs/fcn-unet-s5-d16_unet_1xb16-0.001-20k_rite-512x512.py b/projects/medical/2d_image/fundus_photography/rite/configs/fcn-unet-s5-d16_unet_1xb16-0.001-20k_rite-512x512.py new file mode 100644 index 0000000000..48f6f973a1 --- /dev/null +++ b/projects/medical/2d_image/fundus_photography/rite/configs/fcn-unet-s5-d16_unet_1xb16-0.001-20k_rite-512x512.py @@ -0,0 +1,17 @@ +_base_ = [ + 'mmseg::_base_/models/fcn_unet_s5-d16.py', './rite_512x512.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.rite_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.001) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict(num_classes=2), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/fundus_photography/rite/configs/fcn-unet-s5-d16_unet_1xb16-0.01-20k_rite-512x512.py b/projects/medical/2d_image/fundus_photography/rite/configs/fcn-unet-s5-d16_unet_1xb16-0.01-20k_rite-512x512.py new file mode 100644 index 0000000000..5f5b24ba6a --- /dev/null +++ b/projects/medical/2d_image/fundus_photography/rite/configs/fcn-unet-s5-d16_unet_1xb16-0.01-20k_rite-512x512.py @@ -0,0 +1,17 @@ +_base_ = [ + 'mmseg::_base_/models/fcn_unet_s5-d16.py', './rite_512x512.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.rite_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.01) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict(num_classes=2), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/fundus_photography/rite/configs/fcn-unet-s5-d16_unet_1xb16-0.01lr-sigmoid-20k_rite-512x512.py b/projects/medical/2d_image/fundus_photography/rite/configs/fcn-unet-s5-d16_unet_1xb16-0.01lr-sigmoid-20k_rite-512x512.py new file mode 100644 index 0000000000..bf66b6f320 --- /dev/null +++ b/projects/medical/2d_image/fundus_photography/rite/configs/fcn-unet-s5-d16_unet_1xb16-0.01lr-sigmoid-20k_rite-512x512.py @@ -0,0 +1,18 @@ +_base_ = [ + 'mmseg::_base_/models/fcn_unet_s5-d16.py', './rite_512x512.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.rite_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.01) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict( + num_classes=2, loss_decode=dict(use_sigmoid=True), out_channels=1), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/fundus_photography/rite/configs/rite_512x512.py b/projects/medical/2d_image/fundus_photography/rite/configs/rite_512x512.py new file mode 100644 index 0000000000..02f620c665 --- /dev/null +++ b/projects/medical/2d_image/fundus_photography/rite/configs/rite_512x512.py @@ -0,0 +1,42 @@ +dataset_type = 'RITEDataset' +data_root = 'data/' +img_scale = (512, 512) +train_pipeline = [ + dict(type='LoadImageFromFile'), + dict(type='LoadAnnotations'), + dict(type='Resize', scale=img_scale, keep_ratio=False), + dict(type='RandomFlip', prob=0.5), + dict(type='PhotoMetricDistortion'), + dict(type='PackSegInputs') +] +test_pipeline = [ + dict(type='LoadImageFromFile'), + dict(type='Resize', scale=img_scale, keep_ratio=False), + dict(type='LoadAnnotations'), + dict(type='PackSegInputs') +] +train_dataloader = dict( + batch_size=16, + num_workers=4, + persistent_workers=True, + sampler=dict(type='InfiniteSampler', shuffle=True), + dataset=dict( + type=dataset_type, + data_root=data_root, + ann_file='train.txt', + data_prefix=dict(img_path='images/', seg_map_path='masks/'), + pipeline=train_pipeline)) +val_dataloader = dict( + batch_size=1, + num_workers=4, + persistent_workers=True, + sampler=dict(type='DefaultSampler', shuffle=False), + dataset=dict( + type=dataset_type, + data_root=data_root, + ann_file='test.txt', + data_prefix=dict(img_path='images/', seg_map_path='masks/'), + pipeline=test_pipeline)) +test_dataloader = val_dataloader +val_evaluator = dict(type='IoUMetric', iou_metrics=['mIoU', 'mDice']) +test_evaluator = dict(type='IoUMetric', iou_metrics=['mIoU', 'mDice']) diff --git a/projects/medical/2d_image/fundus_photography/rite/datasets/rite_dataset.py b/projects/medical/2d_image/fundus_photography/rite/datasets/rite_dataset.py new file mode 100644 index 0000000000..99f688de94 --- /dev/null +++ b/projects/medical/2d_image/fundus_photography/rite/datasets/rite_dataset.py @@ -0,0 +1,31 @@ +from mmseg.datasets import BaseSegDataset +from mmseg.registry import DATASETS + + +@DATASETS.register_module() +class RITEDataset(BaseSegDataset): + """RITEDataset dataset. + + In segmentation map annotation for RITEDataset, + 0 stands for background, which is included in 2 categories. + ``reduce_zero_label`` is fixed to False. The ``img_suffix`` + is fixed to '.png' and ``seg_map_suffix`` is fixed to '.png'. + + Args: + img_suffix (str): Suffix of images. Default: '.png' + seg_map_suffix (str): Suffix of segmentation maps. Default: '.png' + reduce_zero_label (bool): Whether to mark label zero as ignored. + Default to False. + """ + METAINFO = dict(classes=('background', 'vessel')) + + def __init__(self, + img_suffix='.png', + seg_map_suffix='.png', + reduce_zero_label=False, + **kwargs) -> None: + super().__init__( + img_suffix=img_suffix, + seg_map_suffix=seg_map_suffix, + reduce_zero_label=reduce_zero_label, + **kwargs) diff --git a/projects/medical/2d_image/fundus_photography/rite/tools/prepare_dataset.py b/projects/medical/2d_image/fundus_photography/rite/tools/prepare_dataset.py new file mode 100644 index 0000000000..ca7e996961 --- /dev/null +++ b/projects/medical/2d_image/fundus_photography/rite/tools/prepare_dataset.py @@ -0,0 +1,98 @@ +import glob +import os + +import numpy as np +from PIL import Image + +root_path = 'data/' +img_suffix = '.tif' +seg_map_suffix = '.png' +save_img_suffix = '.png' +save_seg_map_suffix = '.png' +src_img_train_dir = os.path.join(root_path, 'AV_groundTruth/training/images/') +src_img_test_dir = os.path.join(root_path, 'AV_groundTruth/test/images/') +src_mask_train_dir = os.path.join(root_path, 'AV_groundTruth/training/vessel/') +src_mask_test_dir = os.path.join(root_path, 'AV_groundTruth/test/vessel/') + +tgt_img_train_dir = os.path.join(root_path, 'images/train/') +tgt_mask_train_dir = os.path.join(root_path, 'masks/train/') +tgt_img_test_dir = os.path.join(root_path, 'images/test/') +tgt_mask_test_dir = os.path.join(root_path, 'masks/test/') +os.system('mkdir -p ' + tgt_img_train_dir) +os.system('mkdir -p ' + tgt_mask_train_dir) +os.system('mkdir -p ' + tgt_img_test_dir) +os.system('mkdir -p ' + tgt_mask_test_dir) + + +def filter_suffix_recursive(src_dir, suffix): + # filter out file names and paths in source directory + suffix = '.' + suffix if '.' not in suffix else suffix + file_paths = glob.glob( + os.path.join(src_dir, '**', '*' + suffix), recursive=True) + file_names = [_.split('/')[-1] for _ in file_paths] + return sorted(file_paths), sorted(file_names) + + +def convert_label(img, convert_dict): + arr = np.zeros_like(img, dtype=np.uint8) + for c, i in convert_dict.items(): + arr[img == c] = i + return arr + + +def convert_pics_into_pngs(src_dir, tgt_dir, suffix, convert='RGB'): + if not os.path.exists(tgt_dir): + os.makedirs(tgt_dir) + + src_paths, src_names = filter_suffix_recursive(src_dir, suffix=suffix) + for i, (src_name, src_path) in enumerate(zip(src_names, src_paths)): + tgt_name = src_name.replace(suffix, save_img_suffix) + tgt_path = os.path.join(tgt_dir, tgt_name) + num = len(src_paths) + img = np.array(Image.open(src_path)) + if len(img.shape) == 2: + pil = Image.fromarray(img).convert(convert) + elif len(img.shape) == 3: + pil = Image.fromarray(img) + else: + raise ValueError('Input image not 2D/3D: ', img.shape) + + pil.save(tgt_path) + print(f'processed {i+1}/{num}.') + + +def convert_label_pics_into_pngs(src_dir, + tgt_dir, + suffix, + convert_dict={ + 0: 0, + 255: 1 + }): + if not os.path.exists(tgt_dir): + os.makedirs(tgt_dir) + + src_paths, src_names = filter_suffix_recursive(src_dir, suffix=suffix) + num = len(src_paths) + for i, (src_name, src_path) in enumerate(zip(src_names, src_paths)): + tgt_name = src_name.replace(suffix, save_seg_map_suffix) + tgt_path = os.path.join(tgt_dir, tgt_name) + + img = np.array(Image.open(src_path)) + img = convert_label(img, convert_dict) + Image.fromarray(img).save(tgt_path) + print(f'processed {i+1}/{num}.') + + +if __name__ == '__main__': + + convert_pics_into_pngs( + src_img_train_dir, tgt_img_train_dir, suffix=img_suffix) + + convert_pics_into_pngs( + src_img_test_dir, tgt_img_test_dir, suffix=img_suffix) + + convert_label_pics_into_pngs( + src_mask_train_dir, tgt_mask_train_dir, suffix=seg_map_suffix) + + convert_label_pics_into_pngs( + src_mask_test_dir, tgt_mask_test_dir, suffix=seg_map_suffix) diff --git a/projects/medical/2d_image/histopathology/breastCancerCellSegmentation/README.md b/projects/medical/2d_image/histopathology/breastCancerCellSegmentation/README.md new file mode 100644 index 0000000000..97c4a0f0e5 --- /dev/null +++ b/projects/medical/2d_image/histopathology/breastCancerCellSegmentation/README.md @@ -0,0 +1,123 @@ +# breastCancerCellSegmentation + +## Description + +This project supports **`breastCancerCellSegmentation`**, which can be downloaded from [here](https://www.heywhale.com/mw/dataset/5e9e9b35ebb37f002c625423). + +### Dataset Overview + +This dataset, with 58 H&E-stained histopathology images was used for breast cancer cell detection and associated real-world data. +Conventional histology uses a combination of hematoxylin and eosin stains, commonly referred to as H&E. These images are stained because most cells are inherently transparent with little or no intrinsic pigment. +Certain special stains selectively bind to specific components and can be used to identify biological structures such as cells. + +### Original Statistic Information + +| Dataset name | Anatomical region | Task type | Modality | Num. Classes | Train/Val/Test Images | Train/Val/Test Labeled | Release Date | License | +| -------------------------------------------------------------------------------------------- | ----------------- | ------------ | -------------- | ------------ | --------------------- | ---------------------- | ------------ | --------------------------------------------------------------- | +| [breastCancerCellSegmentation](https://www.heywhale.com/mw/dataset/5e9e9b35ebb37f002c625423) | cell | segmentation | histopathology | 2 | 58/-/- | yes/-/- | 2020 | [CC-BY-NC 4.0](https://creativecommons.org/licenses/by-sa/4.0/) | + +| Class Name | Num. Train | Pct. Train | Num. Val | Pct. Val | Num. Test | Pct. Test | +| :--------------: | :--------: | :--------: | :------: | :------: | :-------: | :-------: | +| background | 58 | 98.37 | - | - | - | - | +| breastCancerCell | 58 | 1.63 | - | - | - | - | + +Note: + +- `Pct` means percentage of pixels in this category in all pixels. + +### Visualization + +![bac](https://raw.githubusercontent.com/uni-medical/medical-datasets-visualization/main/2d/semantic_seg/histopathology/breastCancerCellSegmentation/breastCancerCellSegmentation_dataset.png) + +## Usage + +### Prerequisites + +- Python v3.8 +- PyTorch v1.10.0 +- pillow (PIL) v9.3.0 +- scikit-learn (sklearn) v1.2.0 +- [MIM](https://github.com/open-mmlab/mim) v0.3.4 +- [MMCV](https://github.com/open-mmlab/mmcv) v2.0.0rc4 +- [MMEngine](https://github.com/open-mmlab/mmengine) v0.2.0 or higher +- [MMSegmentation](https://github.com/open-mmlab/mmsegmentation) v1.0.0 + +All the commands below rely on the correct configuration of `PYTHONPATH`, which should point to the project's directory so that Python can locate the module files. In `breastCancerCellSegmentation/` root directory, run the following line to add the current directory to `PYTHONPATH`: + +```shell +export PYTHONPATH=`pwd`:$PYTHONPATH +``` + +### Dataset Preparing + +- Download dataset from [here](https://www.heywhale.com/mw/dataset/5e9e9b35ebb37f002c625423) and save it to the `data/` directory . +- Decompress data to path `data/`. This will create a new folder named `data/breastCancerCellSegmentation/`, which contains the original image data. +- run script `python tools/prepare_dataset.py` to format data and change folder structure as below. + +```none + mmsegmentation + ├── mmseg + ├── projects + │ ├── medical + │ │ ├── 2d_image + │ │ │ ├── histopathology + │ │ │ │ ├── breastCancerCellSegmentation + │ │ │ │ │ ├── configs + │ │ │ │ │ ├── datasets + │ │ │ │ │ ├── tools + │ │ │ │ │ ├── data + │ │ │ │ │ │ ├── breastCancerCellSegmentation + | │ │ │ │ │ │ ├── train.txt + | │ │ │ │ │ │ ├── val.txt + | │ │ │ │ │ │ ├── images + | │ │ │ │ │ │ | ├── xxx.tif + | │ │ │ │ │ │ ├── masks + | │ │ │ │ │ │ | ├── xxx.TIF + +``` + +### Training commands + +Train models on a single server with one GPU. + +```shell +mim train mmseg ./configs/${CONFIG_FILE} +``` + +### Testing commands + +Test models on a single server with one GPU. + +```shell +mim test mmseg ./configs/${CONFIG_FILE} --checkpoint ${CHECKPOINT_PATH} +``` + +## Checklist + +- [x] Milestone 1: PR-ready, and acceptable to be one of the `projects/`. + + - [x] Finish the code + + - [x] Basic docstrings & proper citation + + - [x] Test-time correctness + + - [x] A full README + +- [ ] Milestone 2: Indicates a successful model implementation. + + - [ ] Training-time correctness + +- [ ] Milestone 3: Good to be a part of our core package! + + - [ ] Type hints and docstrings + + - [ ] Unit tests + + - [ ] Code polishing + + - [ ] Metafile.yml + +- [ ] Move your modules into the core package following the codebase's file hierarchy structure. + +- [ ] Refactor your modules into the core package following the codebase's file hierarchy structure. diff --git a/projects/medical/2d_image/histopathology/breastCancerCellSegmentation/configs/breastCancerCellSegmentation_512x512.py b/projects/medical/2d_image/histopathology/breastCancerCellSegmentation/configs/breastCancerCellSegmentation_512x512.py new file mode 100644 index 0000000000..1cf0fccf5b --- /dev/null +++ b/projects/medical/2d_image/histopathology/breastCancerCellSegmentation/configs/breastCancerCellSegmentation_512x512.py @@ -0,0 +1,42 @@ +dataset_type = 'breastCancerCellSegmentationDataset' +data_root = 'data/breastCancerCellSegmentation' +img_scale = (512, 512) +train_pipeline = [ + dict(type='LoadImageFromFile', imdecode_backend='tifffile'), + dict(type='LoadAnnotations', imdecode_backend='tifffile'), + dict(type='Resize', scale=img_scale, keep_ratio=False), + dict(type='RandomFlip', prob=0.5), + dict(type='PhotoMetricDistortion'), + dict(type='PackSegInputs') +] +test_pipeline = [ + dict(type='LoadImageFromFile', imdecode_backend='tifffile'), + dict(type='Resize', scale=img_scale, keep_ratio=False), + dict(type='LoadAnnotations', imdecode_backend='tifffile'), + dict(type='PackSegInputs') +] +train_dataloader = dict( + batch_size=16, + num_workers=4, + persistent_workers=True, + sampler=dict(type='InfiniteSampler', shuffle=True), + dataset=dict( + type=dataset_type, + data_root=data_root, + ann_file='train.txt', + data_prefix=dict(img_path='images', seg_map_path='masks'), + pipeline=train_pipeline)) +val_dataloader = dict( + batch_size=1, + num_workers=4, + persistent_workers=True, + sampler=dict(type='DefaultSampler', shuffle=False), + dataset=dict( + type=dataset_type, + data_root=data_root, + ann_file='val.txt', + data_prefix=dict(img_path='images', seg_map_path='masks'), + pipeline=test_pipeline)) +test_dataloader = val_dataloader +val_evaluator = dict(type='IoUMetric', iou_metrics=['mIoU', 'mDice']) +test_evaluator = dict(type='IoUMetric', iou_metrics=['mIoU', 'mDice']) diff --git a/projects/medical/2d_image/histopathology/breastCancerCellSegmentation/configs/fcn-unet-s5-d16_unet_1xb16-0.0001-20k_breastCancerCellSegmentation-512x512.py b/projects/medical/2d_image/histopathology/breastCancerCellSegmentation/configs/fcn-unet-s5-d16_unet_1xb16-0.0001-20k_breastCancerCellSegmentation-512x512.py new file mode 100644 index 0000000000..55d1708968 --- /dev/null +++ b/projects/medical/2d_image/histopathology/breastCancerCellSegmentation/configs/fcn-unet-s5-d16_unet_1xb16-0.0001-20k_breastCancerCellSegmentation-512x512.py @@ -0,0 +1,18 @@ +_base_ = [ + 'mmseg::_base_/models/fcn_unet_s5-d16.py', + './breastCancerCellSegmentation_512x512.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.breastCancerCellSegmentation_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.0001) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict(num_classes=2), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/histopathology/breastCancerCellSegmentation/configs/fcn-unet-s5-d16_unet_1xb16-0.001-20k_breastCancerCellSegmentation-512x512.py b/projects/medical/2d_image/histopathology/breastCancerCellSegmentation/configs/fcn-unet-s5-d16_unet_1xb16-0.001-20k_breastCancerCellSegmentation-512x512.py new file mode 100644 index 0000000000..cf28aad739 --- /dev/null +++ b/projects/medical/2d_image/histopathology/breastCancerCellSegmentation/configs/fcn-unet-s5-d16_unet_1xb16-0.001-20k_breastCancerCellSegmentation-512x512.py @@ -0,0 +1,18 @@ +_base_ = [ + 'mmseg::_base_/models/fcn_unet_s5-d16.py', + './breastCancerCellSegmentation_512x512.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.breastCancerCellSegmentation_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.001) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict(num_classes=2), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/histopathology/breastCancerCellSegmentation/configs/fcn-unet-s5-d16_unet_1xb16-0.01-20k_breastCancerCellSegmentation-512x512.py b/projects/medical/2d_image/histopathology/breastCancerCellSegmentation/configs/fcn-unet-s5-d16_unet_1xb16-0.01-20k_breastCancerCellSegmentation-512x512.py new file mode 100644 index 0000000000..29aaff3894 --- /dev/null +++ b/projects/medical/2d_image/histopathology/breastCancerCellSegmentation/configs/fcn-unet-s5-d16_unet_1xb16-0.01-20k_breastCancerCellSegmentation-512x512.py @@ -0,0 +1,18 @@ +_base_ = [ + 'mmseg::_base_/models/fcn_unet_s5-d16.py', + './breastCancerCellSegmentation_512x512.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.breastCancerCellSegmentation_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.01) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict(num_classes=2), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/histopathology/breastCancerCellSegmentation/datasets/breastCancerCellSegmentation_dataset.py b/projects/medical/2d_image/histopathology/breastCancerCellSegmentation/datasets/breastCancerCellSegmentation_dataset.py new file mode 100644 index 0000000000..eeceb6318c --- /dev/null +++ b/projects/medical/2d_image/histopathology/breastCancerCellSegmentation/datasets/breastCancerCellSegmentation_dataset.py @@ -0,0 +1,30 @@ +from mmseg.datasets import BaseSegDataset +from mmseg.registry import DATASETS + + +@DATASETS.register_module() +class breastCancerCellSegmentationDataset(BaseSegDataset): + """breastCancerCellSegmentationDataset dataset. + + In segmentation map annotation for breastCancerCellSegmentationDataset, + ``reduce_zero_label`` is fixed to False. The ``img_suffix`` + is fixed to '.png' and ``seg_map_suffix`` is fixed to '.png'. + + Args: + img_suffix (str): Suffix of images. Default: '.png' + seg_map_suffix (str): Suffix of segmentation maps. Default: '.png' + reduce_zero_label (bool): Whether to mark label zero as ignored. + Default to False. + """ + METAINFO = dict(classes=('background', 'breastCancerCell')) + + def __init__(self, + img_suffix='_ccd.tif', + seg_map_suffix='.TIF', + reduce_zero_label=False, + **kwargs) -> None: + super().__init__( + img_suffix=img_suffix, + seg_map_suffix=seg_map_suffix, + reduce_zero_label=reduce_zero_label, + **kwargs) diff --git a/projects/medical/2d_image/histopathology/breastCancerCellSegmentation/tools/prepare_dataset.py b/projects/medical/2d_image/histopathology/breastCancerCellSegmentation/tools/prepare_dataset.py new file mode 100644 index 0000000000..09cc689c86 --- /dev/null +++ b/projects/medical/2d_image/histopathology/breastCancerCellSegmentation/tools/prepare_dataset.py @@ -0,0 +1,36 @@ +import argparse +import glob +import os + +from sklearn.model_selection import train_test_split + + +def save_anno(img_list, file_path, suffix): + # 只保留文件名,不保留后缀 + img_list = [x.split('/')[-1][:-len(suffix)] for x in img_list] + + with open(file_path, 'w') as file_: + for x in list(img_list): + file_.write(x + '\n') + + +if __name__ == '__main__': + parser = argparse.ArgumentParser() + parser.add_argument( + '--data_root', default='data/breastCancerCellSegmentation/') + args = parser.parse_args() + data_root = args.data_root + + # 1. 划分训练集、验证集 + # 1.1 获取所有图片路径 + img_list = glob.glob(os.path.join(data_root, 'images', '*.tif')) + img_list.sort() + mask_list = glob.glob(os.path.join(data_root, 'masks', '*.TIF')) + mask_list.sort() + assert len(img_list) == len(mask_list) + # 1.2 划分训练集、验证集、测试集 + train_img_list, val_img_list, train_mask_list, val_mask_list = train_test_split( # noqa + img_list, mask_list, test_size=0.2, random_state=42) + # 1.3 保存划分结果 + save_anno(train_img_list, os.path.join(data_root, 'train.txt'), '_ccd.tif') + save_anno(val_img_list, os.path.join(data_root, 'val.txt'), '_ccd.tif') diff --git a/projects/medical/2d_image/histopathology/breast_cancer_cell_seg/README.md b/projects/medical/2d_image/histopathology/breast_cancer_cell_seg/README.md new file mode 100644 index 0000000000..b6f1ca6341 --- /dev/null +++ b/projects/medical/2d_image/histopathology/breast_cancer_cell_seg/README.md @@ -0,0 +1,147 @@ +# Breast Cancer Cell Segmentation + +## Description + +This project support **`Breast Cancer Cell Segmentation`**, and the dataset used in this project can be downloaded from [here](https://tianchi.aliyun.com/dataset/dataDetail?dataId=90152). + +### Dataset Overview + +In this dataset, there are 58 H&E stained histopathology images used in breast cancer cell detection with associated ground truth data available. Routine histology uses the stain combination of hematoxylin and eosin, commonly referred to as H&E. These images are stained since most cells are essentially transparent, with little or no intrinsic pigment. Certain special stains, which bind selectively to particular components, are be used to identify biological structures such as cells. In those images, the challenging problem is cell segmentation for subsequent classification in benign and malignant cells. + +### Original Statistic Information + +| Dataset name | Anatomical region | Task type | Modality | Num. Classes | Train/Val/Test Images | Train/Val/Test Labeled | Release Date | License | +| --------------------------------------------------------------------------------------------- | ----------------- | ------------ | -------------- | ------------ | --------------------- | ---------------------- | ------------ | ------------------------------------------------------------------------------------------------------ | +| [Breast Cancer Cell Segmentation](https://tianchi.aliyun.com/dataset/dataDetail?dataId=90152) | thorax | segmentation | histopathology | 2 | 58/-/- | yes/-/- | 2021 | [CC-BY-SA-NC 4.0](http://creativecommons.org/licenses/by-sa/4.0/?spm=5176.12282016.0.0.3f5b5291ypBxb2) | + +| Class Name | Num. Train | Pct. Train | Num. Val | Pct. Val | Num. Test | Pct. Test | +| :----------------: | :--------: | :--------: | :------: | :------: | :-------: | :-------: | +| normal | 58 | 98.37 | - | - | - | - | +| breast cancer cell | 58 | 1.63 | - | - | - | - | + +Note: + +- `Pct` means percentage of pixels in this category in all pixels. + +### Visualization + +![bac](https://raw.githubusercontent.com/uni-medical/medical-datasets-visualization/main/2d/semantic_seg/histopathology/breast_cancer_cell_seg/breast_cancer_cell_seg_dataset.png) + +## Dataset Citation + +``` +@inproceedings{gelasca2008evaluation, + title={Evaluation and benchmark for biological image segmentation}, + author={Gelasca, Elisa Drelie and Byun, Jiyun and Obara, Boguslaw and Manjunath, BS}, + booktitle={2008 15th IEEE international conference on image processing}, + pages={1816--1819}, + year={2008}, + organization={IEEE} +} +``` + +### Prerequisites + +- Python v3.8 +- PyTorch v1.10.0 +- [MIM](https://github.com/open-mmlab/mim) v0.3.4 +- [MMCV](https://github.com/open-mmlab/mmcv) v2.0.0rc4 +- [MMEngine](https://github.com/open-mmlab/mmengine) v0.2.0 or higher +- [MMSegmentation](https://github.com/open-mmlab/mmsegmentation) v1.0.0rc5 + +All the commands below rely on the correct configuration of `PYTHONPATH`, which should point to the project's directory so that Python can locate the module files. In `breast_cancer_cell_seg/` root directory, run the following line to add the current directory to `PYTHONPATH`: + +```shell +export PYTHONPATH=`pwd`:$PYTHONPATH +``` + +### Dataset preparing + +- download dataset from [here](https://tianchi.aliyun.com/dataset/dataDetail?dataId=90152) and decompression data to path `'data/'`. +- run script `"python tools/prepare_dataset.py"` to format data and change folder structure as below. +- run script `"python ../../tools/split_seg_dataset.py"` to split dataset and generate `train.txt`, `val.txt` and `test.txt`. If the label of official validation set and test set can't be obtained, we generate `train.txt` and `val.txt` from the training set randomly. + +```none + mmsegmentation + ├── mmseg + ├── projects + │ ├── medical + │ │ ├── 2d_image + │ │ │ ├── histopathology + │ │ │ │ ├── breast_cancer_cell_seg + │ │ │ │ │ ├── configs + │ │ │ │ │ ├── datasets + │ │ │ │ │ ├── tools + │ │ │ │ │ ├── data + │ │ │ │ │ │ ├── train.txt + │ │ │ │ │ │ ├── val.txt + │ │ │ │ │ │ ├── images + │ │ │ │ │ │ │ ├── train + │ │ │ │ | │ │ │ ├── xxx.png + │ │ │ │ | │ │ │ ├── ... + │ │ │ │ | │ │ │ └── xxx.png + │ │ │ │ │ │ ├── masks + │ │ │ │ │ │ │ ├── train + │ │ │ │ | │ │ │ ├── xxx.png + │ │ │ │ | │ │ │ ├── ... + │ │ │ │ | │ │ │ └── xxx.png +``` + +### Divided Dataset Information + +***Note: The table information below is divided by ourselves.*** + +| Class Name | Num. Train | Pct. Train | Num. Val | Pct. Val | Num. Test | Pct. Test | +| :----------: | :--------: | :--------: | :------: | :------: | :-------: | :-------: | +| background | 46 | 98.36 | 12 | 98.41 | - | - | +| erythrocytes | 46 | 1.64 | 12 | 1.59 | - | - | + +### Training commands + +Train models on a single server with one GPU. + +```shell +mim train mmseg ./configs/${CONFIG_FILE} +``` + +### Testing commands + +Test models on a single server with one GPU. + +```shell +mim test mmseg ./configs/${CONFIG_FILE} --checkpoint ${CHECKPOINT_PATH} +``` + + + +## Checklist + +- [x] Milestone 1: PR-ready, and acceptable to be one of the `projects/`. + + - [x] Finish the code + + - [x] Basic docstrings & proper citation + + - [x] Test-time correctness + + - [x] A full README + +- [ ] Milestone 2: Indicates a successful model implementation. + + - [ ] Training-time correctness + +- [ ] Milestone 3: Good to be a part of our core package! + + - [ ] Type hints and docstrings + + - [ ] Unit tests + + - [ ] Code polishing + + - [ ] Metafile.yml + +- [ ] Move your modules into the core package following the codebase's file hierarchy structure. + +- [ ] Refactor your modules into the core package following the codebase's file hierarchy structure. diff --git a/projects/medical/2d_image/histopathology/breast_cancer_cell_seg/configs/breast-cancer-cell-seg_512x512.py b/projects/medical/2d_image/histopathology/breast_cancer_cell_seg/configs/breast-cancer-cell-seg_512x512.py new file mode 100644 index 0000000000..ead40e4345 --- /dev/null +++ b/projects/medical/2d_image/histopathology/breast_cancer_cell_seg/configs/breast-cancer-cell-seg_512x512.py @@ -0,0 +1,42 @@ +dataset_type = 'BreastCancerCellSegDataset' +data_root = 'data/' +img_scale = (512, 512) +train_pipeline = [ + dict(type='LoadImageFromFile'), + dict(type='LoadAnnotations'), + dict(type='Resize', scale=img_scale, keep_ratio=False), + dict(type='RandomFlip', prob=0.5), + dict(type='PhotoMetricDistortion'), + dict(type='PackSegInputs') +] +test_pipeline = [ + dict(type='LoadImageFromFile'), + dict(type='Resize', scale=img_scale, keep_ratio=False), + dict(type='LoadAnnotations'), + dict(type='PackSegInputs') +] +train_dataloader = dict( + batch_size=16, + num_workers=4, + persistent_workers=True, + sampler=dict(type='InfiniteSampler', shuffle=True), + dataset=dict( + type=dataset_type, + data_root=data_root, + ann_file='train.txt', + data_prefix=dict(img_path='images/', seg_map_path='masks/'), + pipeline=train_pipeline)) +val_dataloader = dict( + batch_size=1, + num_workers=4, + persistent_workers=True, + sampler=dict(type='DefaultSampler', shuffle=False), + dataset=dict( + type=dataset_type, + data_root=data_root, + ann_file='val.txt', + data_prefix=dict(img_path='images/', seg_map_path='masks/'), + pipeline=test_pipeline)) +test_dataloader = val_dataloader +val_evaluator = dict(type='IoUMetric', iou_metrics=['mIoU', 'mDice']) +test_evaluator = dict(type='IoUMetric', iou_metrics=['mIoU', 'mDice']) diff --git a/projects/medical/2d_image/histopathology/breast_cancer_cell_seg/configs/fcn-unet-s5-d16_unet_1xb16-0.0001-20k_breast-cancer-cell-seg-512x512.py b/projects/medical/2d_image/histopathology/breast_cancer_cell_seg/configs/fcn-unet-s5-d16_unet_1xb16-0.0001-20k_breast-cancer-cell-seg-512x512.py new file mode 100644 index 0000000000..691a0ff613 --- /dev/null +++ b/projects/medical/2d_image/histopathology/breast_cancer_cell_seg/configs/fcn-unet-s5-d16_unet_1xb16-0.0001-20k_breast-cancer-cell-seg-512x512.py @@ -0,0 +1,18 @@ +_base_ = [ + './breast-cancer-cell-seg_512x512.py', + 'mmseg::_base_/models/fcn_unet_s5-d16.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.breast-cancer-cell-seg_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.0001) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict(num_classes=2), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/histopathology/breast_cancer_cell_seg/configs/fcn-unet-s5-d16_unet_1xb16-0.001-20k_breast-cancer-cell-seg-512x512.py b/projects/medical/2d_image/histopathology/breast_cancer_cell_seg/configs/fcn-unet-s5-d16_unet_1xb16-0.001-20k_breast-cancer-cell-seg-512x512.py new file mode 100644 index 0000000000..719b767ab1 --- /dev/null +++ b/projects/medical/2d_image/histopathology/breast_cancer_cell_seg/configs/fcn-unet-s5-d16_unet_1xb16-0.001-20k_breast-cancer-cell-seg-512x512.py @@ -0,0 +1,18 @@ +_base_ = [ + './breast-cancer-cell-seg_512x512.py', + 'mmseg::_base_/models/fcn_unet_s5-d16.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.breast-cancer-cell-seg_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.001) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict(num_classes=2), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/histopathology/breast_cancer_cell_seg/configs/fcn-unet-s5-d16_unet_1xb16-0.01-20k_breast-cancer-cell-seg-512x512.py b/projects/medical/2d_image/histopathology/breast_cancer_cell_seg/configs/fcn-unet-s5-d16_unet_1xb16-0.01-20k_breast-cancer-cell-seg-512x512.py new file mode 100644 index 0000000000..9dfe70f761 --- /dev/null +++ b/projects/medical/2d_image/histopathology/breast_cancer_cell_seg/configs/fcn-unet-s5-d16_unet_1xb16-0.01-20k_breast-cancer-cell-seg-512x512.py @@ -0,0 +1,18 @@ +_base_ = [ + './breast-cancer-cell-seg_512x512.py', + 'mmseg::_base_/models/fcn_unet_s5-d16.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.breast-cancer-cell-seg_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.01) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict(num_classes=2), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/histopathology/breast_cancer_cell_seg/datasets/breast-cancer-cell-seg_dataset.py b/projects/medical/2d_image/histopathology/breast_cancer_cell_seg/datasets/breast-cancer-cell-seg_dataset.py new file mode 100644 index 0000000000..6f27029d39 --- /dev/null +++ b/projects/medical/2d_image/histopathology/breast_cancer_cell_seg/datasets/breast-cancer-cell-seg_dataset.py @@ -0,0 +1,29 @@ +from mmseg.datasets import BaseSegDataset +from mmseg.registry import DATASETS + + +@DATASETS.register_module() +class BreastCancerCellSegDataset(BaseSegDataset): + """BreastCancerCellSegDataset dataset. + + In segmentation map annotation for BreastCancerCellSegDataset, + ``reduce_zero_label`` is fixed to False. The ``img_suffix`` + is fixed to '.png' and ``seg_map_suffix`` is fixed to '.png'. + + Args: + img_suffix (str): Suffix of images. Default: '.png' + seg_map_suffix (str): Suffix of segmentation maps. Default: '.png' + reduce_zero_label (bool): Whether to mark label zero as ignored. + Default to False. + """ + METAINFO = dict(classes=('normal', 'breast cancer cell')) + + def __init__(self, + img_suffix='.png', + seg_map_suffix='.png', + **kwargs) -> None: + super().__init__( + img_suffix=img_suffix, + seg_map_suffix=seg_map_suffix, + reduce_zero_label=False, + **kwargs) diff --git a/projects/medical/2d_image/histopathology/breast_cancer_cell_seg/tools/prepare_dataset.py b/projects/medical/2d_image/histopathology/breast_cancer_cell_seg/tools/prepare_dataset.py new file mode 100755 index 0000000000..775f2eed18 --- /dev/null +++ b/projects/medical/2d_image/histopathology/breast_cancer_cell_seg/tools/prepare_dataset.py @@ -0,0 +1,47 @@ +import glob +import os + +import numpy as np +from PIL import Image + +root_path = 'data/' +img_suffix = '.tif' +seg_map_suffix = '.TIF' +save_img_suffix = '.png' +save_seg_map_suffix = '.png' + +x_train = glob.glob( + os.path.join('data/Breast Cancer Cell Segmentation_datasets/Images/*' + + img_suffix)) + +os.system('mkdir -p ' + root_path + 'images/train/') +os.system('mkdir -p ' + root_path + 'masks/train/') + +D2_255_convert_dict = {0: 0, 255: 1} + + +def convert_2d(img, convert_dict=D2_255_convert_dict): + arr_2d = np.zeros((img.shape[0], img.shape[1]), dtype=np.uint8) + for c, i in convert_dict.items(): + arr_2d[img == c] = i + return arr_2d + + +part_dir_dict = {0: 'train/'} +for ith, part in enumerate([x_train]): + part_dir = part_dir_dict[ith] + for img in part: + basename = os.path.basename(img) + img_save_path = root_path + 'images/' + part_dir + basename.split( + '.')[0] + save_img_suffix + Image.open(img).save(img_save_path) + mask_path = root_path + 'Breast Cancer Cell Segmentation_datasets/Masks/' + '_'.join( # noqa + basename.split('_')[:-1]) + seg_map_suffix + label = np.array(Image.open(mask_path)) + + save_mask_path = root_path + 'masks/' + part_dir + basename.split( + '.')[0] + save_seg_map_suffix + assert len(label.shape) == 2 and 255 in label and 1 not in label + mask = convert_2d(label) + mask = Image.fromarray(mask.astype(np.uint8)) + mask.save(save_mask_path) diff --git a/projects/medical/2d_image/histopathology/conic2022_seg/README.md b/projects/medical/2d_image/histopathology/conic2022_seg/README.md new file mode 100644 index 0000000000..1f55b44ed6 --- /dev/null +++ b/projects/medical/2d_image/histopathology/conic2022_seg/README.md @@ -0,0 +1,207 @@ +# CoNIC: Colon Nuclei Identification and Counting Challenge + +## Description + +This project supports **`CoNIC: Colon Nuclei Identification and Counting Challenge`**, which can be downloaded from [here](https://drive.google.com/drive/folders/1il9jG7uA4-ebQ_lNmXbbF2eOK9uNwheb). + +### Dataset Overview + +Nuclear segmentation, classification and quantification within Haematoxylin & Eosin stained histology images enables the extraction of interpretable cell-based features that can be used in downstream explainable models in computational pathology (CPath). To help drive forward research and innovation for automatic nuclei recognition in CPath, we organise the Colon Nuclei Identification and Counting (CoNIC) Challenge. The challenge requires researchers to develop algorithms that perform segmentation, classification and counting of 6 different types of nuclei within the current largest known publicly available nuclei-level dataset in CPath, containing around half a million labelled nuclei. + +### Task Information + +The CONIC challenge has 2 tasks: + +- Task 1: Nuclear segmentation and classification. + +The first task requires participants to segment nuclei within the tissue, while also classifying each nucleus into one of the following categories: epithelial, lymphocyte, plasma, eosinophil, neutrophil or connective tissue. + +- Task 2: Prediction of cellular composition. + +For the second task, we ask participants to predict how many nuclei of each class are present in each input image. + +The output of Task 1 can be directly used to perform Task 2, but these can be treated as independent tasks. Therefore, if it is preferred, prediction of cellular composition can be treated as a stand alone regression task. + +***NOTE:We only consider `Task 1` in the following sections.*** + +### Original Statistic Information + +| Dataset name | Anatomical region | Task type | Modality | Num. Classes | Train/Val/Test Images | Train/Val/Test Labeled | Release Date | License | +| -------------------------------------------------------- | ----------------- | ------------ | -------------- | ------------ | --------------------- | ---------------------- | ------------ | ------------------------------------------------------------------------------------------------------------ | +| [CoNIC202](https://conic-challenge.grand-challenge.org/) | abdomen | segmentation | histopathology | 7 | 4981/-/- | yes/-/- | 2022 | [Attribution-NonCommercial-ShareAlike 4.0 International](https://creativecommons.org/licenses/by-nc-sa/4.0/) | + +| Class Name | Num. Train | Pct. Train | Num. Val | Pct. Val | Num. Test | Pct. Test | +| :--------: | :--------: | :--------: | :------: | :------: | :-------: | :-------: | +| background | 4981 | 83.97 | - | - | - | - | +| neutrophil | 1218 | 0.13 | - | - | - | - | +| epithelial | 4256 | 10.31 | - | - | - | - | +| lymphocyte | 4473 | 1.85 | - | - | - | - | +| plasma | 3316 | 0.55 | - | - | - | - | +| eosinophil | 1456 | 0.1 | - | - | - | - | +| connective | 4613 | 3.08 | - | - | - | - | + +Note: + +- `Pct` means percentage of pixels in this category in all pixels. + +### Visualization + +![bac](https://raw.githubusercontent.com/uni-medical/medical-datasets-visualization/main/2d/semantic_seg/histopathology/conic2022_seg/conic2022_seg_dataset.png) + +### Prerequisites + +- Python v3.8 +- PyTorch v1.10.0 +- pillow(PIL) v9.3.0 +- scikit-learn(sklearn) v1.2.0 +- [MIM](https://github.com/open-mmlab/mim) v0.3.4 +- [MMCV](https://github.com/open-mmlab/mmcv) v2.0.0rc4 +- [MMEngine](https://github.com/open-mmlab/mmengine) v0.2.0 or higher +- [MMSegmentation](https://github.com/open-mmlab/mmsegmentation) v1.0.0rc5 + +All the commands below rely on the correct configuration of `PYTHONPATH`, which should point to the project's directory so that Python can locate the module files. In `conic2022_seg/` root directory, run the following line to add the current directory to `PYTHONPATH`: + +```shell +export PYTHONPATH=`pwd`:$PYTHONPATH +``` + +### Dataset preparing + +- download dataset from [here](https://drive.google.com/drive/folders/1il9jG7uA4-ebQ_lNmXbbF2eOK9uNwheb/) and move data to path `'data/CoNIC_Challenge'`. The directory should be like: + ```shell + data/CoNIC_Challenge + ├── README.txt + ├── by-nc-sa.md + ├── counts.csv + ├── images.npy + ├── labels.npy + └── patch_info.csv + ``` +- run script `"python tools/prepare_dataset.py"` to format data and change folder structure as below. +- run script `"python ../../tools/split_seg_dataset.py"` to split dataset and generate `train.txt`, `val.txt` and `test.txt`. If the label of official validation set and test set can't be obtained, we generate `train.txt` and `val.txt` from the training set randomly. + +```none + mmsegmentation + ├── mmseg + ├── projects + │ ├── medical + │ │ ├── 2d_image + │ │ │ ├── histopathology + │ │ │ │ ├── conic2022_seg + │ │ │ │ │ ├── configs + │ │ │ │ │ ├── datasets + │ │ │ │ │ ├── tools + │ │ │ │ │ ├── data + │ │ │ │ │ │ ├── train.txt + │ │ │ │ │ │ ├── val.txt + │ │ │ │ │ │ ├── images + │ │ │ │ │ │ │ ├── train + │ │ │ │ | │ │ │ ├── xxx.png + │ │ │ │ | │ │ │ ├── ... + │ │ │ │ | │ │ │ └── xxx.png + │ │ │ │ │ │ ├── masks + │ │ │ │ │ │ │ ├── train + │ │ │ │ | │ │ │ ├── xxx.png + │ │ │ │ | │ │ │ ├── ... + │ │ │ │ | │ │ │ └── xxx.png +``` + +### Divided Dataset Information + +***Note: The table information below is divided by ourselves.*** + +| Class Name | Num. Train | Pct. Train | Num. Val | Pct. Val | Num. Test | Pct. Test | +| :--------: | :--------: | :--------: | :------: | :------: | :-------: | :-------: | +| background | 3984 | 84.06 | 997 | 83.65 | - | - | +| neutrophil | 956 | 0.12 | 262 | 0.13 | - | - | +| epithelial | 3400 | 10.26 | 856 | 10.52 | - | - | +| lymphocyte | 3567 | 1.83 | 906 | 1.96 | - | - | +| plasma | 2645 | 0.55 | 671 | 0.56 | - | - | +| eosinophil | 1154 | 0.1 | 302 | 0.1 | - | - | +| connective | 3680 | 3.08 | 933 | 3.08 | - | - | + +### Training commands + +Train models on a single server with one GPU. + +```shell +mim train mmseg ./configs/${CONFIG_FILE} +``` + +### Testing commands + +Test models on a single server with one GPU. + +```shell +mim test mmseg ./configs/${CONFIG_FILE} --checkpoint ${CHECKPOINT_PATH} +``` + + + +## Organizers + +- Simon Graham (TIA, PathLAKE) +- Mostafa Jahanifar (TIA, PathLAKE) +- Dang Vu (TIA) +- Giorgos Hadjigeorghiou (TIA, PathLAKE) +- Thomas Leech (TIA, PathLAKE) +- David Snead (UHCW, PathLAKE) +- Shan Raza (TIA, PathLAKE) +- Fayyaz Minhas (TIA, PathLAKE) +- Nasir Rajpoot (TIA, PathLAKE) + +TIA: Tissue Image Analytics Centre, Department of Computer Science, University of Warwick, United Kingdom + +UHCW: Department of Pathology, University Hospitals Coventry and Warwickshire, United Kingdom + +PathLAKE: Pathology Image Data Lake for Analytics Knowledge & Education, , University Hospitals Coventry and Warwickshire, United Kingdom + +## Dataset Citation + +If this work is helpful for your research, please consider citing the below paper. + +``` +@inproceedings{graham2021lizard, + title={Lizard: A large-scale dataset for colonic nuclear instance segmentation and classification}, + author={Graham, Simon and Jahanifar, Mostafa and Azam, Ayesha and Nimir, Mohammed and Tsang, Yee-Wah and Dodd, Katherine and Hero, Emily and Sahota, Harvir and Tank, Atisha and Benes, Ksenija and others}, + booktitle={Proceedings of the IEEE/CVF International Conference on Computer Vision}, + pages={684--693}, + year={2021} +} +@article{graham2021conic, + title={Conic: Colon nuclei identification and counting challenge 2022}, + author={Graham, Simon and Jahanifar, Mostafa and Vu, Quoc Dang and Hadjigeorghiou, Giorgos and Leech, Thomas and Snead, David and Raza, Shan E Ahmed and Minhas, Fayyaz and Rajpoot, Nasir}, + journal={arXiv preprint arXiv:2111.14485}, + year={2021} +} +``` + +## Checklist + +- [x] Milestone 1: PR-ready, and acceptable to be one of the `projects/`. + + - [x] Finish the code + + - [x] Basic docstrings & proper citation + + - [x] A full README + +- [ ] Milestone 2: Indicates a successful model implementation. + + - [ ] Training-time correctness + +- [ ] Milestone 3: Good to be a part of our core package! + + - [ ] Type hints and docstrings + + - [ ] Unit tests + + - [ ] Code polishing + + - [ ] Metafile.yml + +- [ ] Move your modules into the core package following the codebase's file hierarchy structure. + +- [ ] Refactor your modules into the core package following the codebase's file hierarchy structure. diff --git a/projects/medical/2d_image/histopathology/conic2022_seg/configs/conic2022-seg_512x512.py b/projects/medical/2d_image/histopathology/conic2022_seg/configs/conic2022-seg_512x512.py new file mode 100644 index 0000000000..51b4e5782a --- /dev/null +++ b/projects/medical/2d_image/histopathology/conic2022_seg/configs/conic2022-seg_512x512.py @@ -0,0 +1,42 @@ +dataset_type = 'Conic2022SegDataset' +data_root = 'data/' +img_scale = (512, 512) +train_pipeline = [ + dict(type='LoadImageFromFile'), + dict(type='LoadAnnotations'), + dict(type='Resize', scale=img_scale, keep_ratio=False), + dict(type='RandomFlip', prob=0.5), + dict(type='PhotoMetricDistortion'), + dict(type='PackSegInputs') +] +test_pipeline = [ + dict(type='LoadImageFromFile'), + dict(type='Resize', scale=img_scale, keep_ratio=False), + dict(type='LoadAnnotations'), + dict(type='PackSegInputs') +] +train_dataloader = dict( + batch_size=16, + num_workers=4, + persistent_workers=True, + sampler=dict(type='InfiniteSampler', shuffle=True), + dataset=dict( + type=dataset_type, + data_root=data_root, + ann_file='train.txt', + data_prefix=dict(img_path='images/', seg_map_path='masks/'), + pipeline=train_pipeline)) +val_dataloader = dict( + batch_size=1, + num_workers=4, + persistent_workers=True, + sampler=dict(type='DefaultSampler', shuffle=False), + dataset=dict( + type=dataset_type, + data_root=data_root, + ann_file='val.txt', + data_prefix=dict(img_path='images/', seg_map_path='masks/'), + pipeline=test_pipeline)) +test_dataloader = val_dataloader +val_evaluator = dict(type='IoUMetric', iou_metrics=['mIoU', 'mDice']) +test_evaluator = dict(type='IoUMetric', iou_metrics=['mIoU', 'mDice']) diff --git a/projects/medical/2d_image/histopathology/conic2022_seg/configs/fcn-unet-s5-d16_unet_1xb16-0.0001-20k_conic2022-512x512.py b/projects/medical/2d_image/histopathology/conic2022_seg/configs/fcn-unet-s5-d16_unet_1xb16-0.0001-20k_conic2022-512x512.py new file mode 100644 index 0000000000..3e0248c78c --- /dev/null +++ b/projects/medical/2d_image/histopathology/conic2022_seg/configs/fcn-unet-s5-d16_unet_1xb16-0.0001-20k_conic2022-512x512.py @@ -0,0 +1,17 @@ +_base_ = [ + './conic2022-seg_512x512.py', 'mmseg::_base_/models/fcn_unet_s5-d16.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.conic2022-seg_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.0001) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict(num_classes=7), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/histopathology/conic2022_seg/configs/fcn-unet-s5-d16_unet_1xb16-0.001-20k_conic2022-512x512.py b/projects/medical/2d_image/histopathology/conic2022_seg/configs/fcn-unet-s5-d16_unet_1xb16-0.001-20k_conic2022-512x512.py new file mode 100644 index 0000000000..fd0e9d8d28 --- /dev/null +++ b/projects/medical/2d_image/histopathology/conic2022_seg/configs/fcn-unet-s5-d16_unet_1xb16-0.001-20k_conic2022-512x512.py @@ -0,0 +1,17 @@ +_base_ = [ + './conic2022-seg_512x512.py', 'mmseg::_base_/models/fcn_unet_s5-d16.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.conic2022-seg_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.001) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict(num_classes=7), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/histopathology/conic2022_seg/configs/fcn-unet-s5-d16_unet_1xb16-0.01-20k_conic2022-512x512.py b/projects/medical/2d_image/histopathology/conic2022_seg/configs/fcn-unet-s5-d16_unet_1xb16-0.01-20k_conic2022-512x512.py new file mode 100644 index 0000000000..bb667f14fd --- /dev/null +++ b/projects/medical/2d_image/histopathology/conic2022_seg/configs/fcn-unet-s5-d16_unet_1xb16-0.01-20k_conic2022-512x512.py @@ -0,0 +1,17 @@ +_base_ = [ + './conic2022-seg_512x512.py', 'mmseg::_base_/models/fcn_unet_s5-d16.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.conic2022-seg_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.01) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict(num_classes=7), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/histopathology/conic2022_seg/conic2022_seg_dataset.png b/projects/medical/2d_image/histopathology/conic2022_seg/conic2022_seg_dataset.png new file mode 100644 index 0000000000..65bb0bbe0a Binary files /dev/null and b/projects/medical/2d_image/histopathology/conic2022_seg/conic2022_seg_dataset.png differ diff --git a/projects/medical/2d_image/histopathology/conic2022_seg/datasets/conic2022-seg_dataset.py b/projects/medical/2d_image/histopathology/conic2022_seg/datasets/conic2022-seg_dataset.py new file mode 100644 index 0000000000..9af0958ab3 --- /dev/null +++ b/projects/medical/2d_image/histopathology/conic2022_seg/datasets/conic2022-seg_dataset.py @@ -0,0 +1,29 @@ +from mmseg.datasets import BaseSegDataset +from mmseg.registry import DATASETS + + +@DATASETS.register_module() +class Conic2022SegDataset(BaseSegDataset): + """Conic2022SegDataset dataset. + + In segmentation map annotation for Conic2022SegDataset, + ``reduce_zero_label`` is fixed to False. The ``img_suffix`` + is fixed to '.png' and ``seg_map_suffix`` is fixed to '.png'. + + Args: + img_suffix (str): Suffix of images. Default: '.png' + seg_map_suffix (str): Suffix of segmentation maps. Default: '.png' + """ + METAINFO = dict( + classes=('background', 'neutrophil', 'epithelial', 'lymphocyte', + 'plasma', 'eosinophil', 'connective')) + + def __init__(self, + img_suffix='.png', + seg_map_suffix='.png', + **kwargs) -> None: + super().__init__( + img_suffix=img_suffix, + seg_map_suffix=seg_map_suffix, + reduce_zero_label=False, + **kwargs) diff --git a/projects/medical/2d_image/histopathology/conic2022_seg/tools/prepare_dataset.py b/projects/medical/2d_image/histopathology/conic2022_seg/tools/prepare_dataset.py new file mode 100755 index 0000000000..89cfb4aae2 --- /dev/null +++ b/projects/medical/2d_image/histopathology/conic2022_seg/tools/prepare_dataset.py @@ -0,0 +1,65 @@ +import glob +import os +import shutil + +import numpy as np +from PIL import Image + +img_save_root = 'data/' +root_path = 'data/' +img_suffix = '.png' +seg_map_suffix = '.png' +save_img_suffix = '.png' +save_seg_map_suffix = '.png' + +label_set = set() + + +def save_masks_from_npz(data, save_root, part='masks/'): + global label_set + num = data.shape[0] + for i in range(num): + # np_img = data[i, :, :, :] + np_mask = data[i, :, :, 1] + label_set = set.union(label_set, set(np.unique(np_mask))) + img = Image.fromarray(np_mask) + save_path = os.path.join(save_root, part, str(i) + save_seg_map_suffix) + img.save(save_path) + + +def save_images_from_npz(data, save_root, part='images/'): + num = data.shape[0] + for i in range(num): + np_img = data[i, :, :, :] + img = Image.fromarray(np_img) + save_path = os.path.join(save_root, part, str(i) + save_img_suffix) + img.save(save_path) + + +images_npy = np.load('data/CoNIC_Challenge/images.npy') +labels_npy = np.load('data/CoNIC_Challenge/labels.npy') + +os.system('mkdir -p ' + img_save_root + 'images_ori') +os.system('mkdir -p ' + img_save_root + 'labels') +save_images_from_npz(images_npy, img_save_root, 'images_ori') +save_masks_from_npz(labels_npy, img_save_root, 'labels') +print(label_set) + +x_train = glob.glob(os.path.join('data/images_ori/*' + img_suffix)) + +os.system('mkdir -p ' + root_path + 'images/train/') +os.system('mkdir -p ' + root_path + 'masks/train/') + +part_dir_dict = {0: 'train/', 1: 'val/'} +for ith, part in enumerate([x_train]): + part_dir = part_dir_dict[ith] + for img in part: + basename = os.path.basename(img) + shutil.copy( + img, root_path + 'images/' + part_dir + basename.split('.')[0] + + save_img_suffix) + mask_path = root_path + 'labels/' + basename.split( + '.')[0] + seg_map_suffix + save_mask_path = root_path + 'masks/' + part_dir + basename.split( + '.')[0] + save_seg_map_suffix + shutil.copy(mask_path, save_mask_path) diff --git a/projects/medical/2d_image/histopathology/consep/README.md b/projects/medical/2d_image/histopathology/consep/README.md new file mode 100644 index 0000000000..ca3d7aa108 --- /dev/null +++ b/projects/medical/2d_image/histopathology/consep/README.md @@ -0,0 +1,147 @@ +# Colorectal Nuclear Segmentation and Phenotypes (CoNSeP) Dataset + +## Description + +This project supports **`Colorectal Nuclear Segmentation and Phenotypes (CoNSeP) Dataset`**, which can be downloaded from [here](https://warwick.ac.uk/fac/cross_fac/tia/data/hovernet/). + +### Dataset Overview + +The CoNSeP (Colon Segmentation and Phenotyping) dataset consists of 41 H&E stained image tiles, each with a size of 1,000×1,000 pixels and a magnification of 40x. These images were extracted from 16 colorectal adenocarcinoma (CRA) whole slide images (WSI), each of which belonged to a separate patient and was scanned using an Omnyx VL120 scanner at the Pathology Department of the University Hospitals Coventry and Warwickshire NHS Trust, UK. This dataset was first used in paper named, "HoVer-Net: Simultaneous Segmentation and Classification of Nuclei in Multi-Tissue Histology Images". + +### Original Statistic Information + +| Dataset name | Anatomical region | Task type | Modality | Num. Classes | Train/Val/Test Images | Train/Val/Test Labeled | Release Date | License | +| -------------------------------------------------------- | ----------------- | ------------ | -------------- | ------------ | --------------------- | ---------------------- | ------------ | ------- | +| [CoNIC202](https://conic-challenge.grand-challenge.org/) | abdomen | segmentation | histopathology | 7 | 4981/-/- | yes/-/- | 2022 | - | + +| Class Name | Num. Train | Pct. Train | Num. Val | Pct. Val | Num. Test | Pct. Test | +| :-----------------------------: | :--------: | :--------: | :------: | :------: | :-------: | :-------: | +| background | 27 | 83.61 | 14 | 80.4 | - | - | +| other | 17 | 0.17 | 9 | 0.52 | - | - | +| inflammatory | 25 | 2.66 | 14 | 2.14 | - | - | +| healthy epithelial | 3 | 1.47 | 2 | 1.58 | - | - | +| dysplastic/malignant epithelial | 10 | 7.17 | 8 | 9.16 | - | - | +| fibroblast | 23 | 3.84 | 14 | 4.63 | - | - | +| muscle | 8 | 1.05 | 3 | 1.42 | - | - | +| endothelial | 7 | 0.02 | 4 | 0.15 | - | - | + +Note: + +- `Pct` means percentage of pixels in this category in all pixels. + +### Visualization + +![bac](https://raw.githubusercontent.com/uni-medical/medical-datasets-visualization/main/2d/semantic_seg/histopathology/consep/consep_dataset.png) + +### Prerequisites + +- Python v3.8 +- PyTorch v1.10.0 +- [MIM](https://github.com/open-mmlab/mim) v0.3.4 +- [MMCV](https://github.com/open-mmlab/mmcv) v2.0.0rc4 +- [MMEngine](https://github.com/open-mmlab/mmengine) v0.2.0 or higher +- [MMSegmentation](https://github.com/open-mmlab/mmsegmentation) v1.0.0rc5 + +All the commands below rely on the correct configuration of `PYTHONPATH`, which should point to the project's directory so that Python can locate the module files. In `conic2022_seg/` root directory, run the following line to add the current directory to `PYTHONPATH`: + +```shell +export PYTHONPATH=`pwd`:$PYTHONPATH +``` + +### Dataset preparing + +- download dataset from [here](https://opendatalab.com/CoNSeP) and decompress data to path `'data/'`. +- run script `"python tools/prepare_dataset.py"` to format data and change folder structure as below. +- run script `"python ../../tools/split_seg_dataset.py"` to split dataset and generate `train.txt`, `val.txt` and `test.txt`. If the label of official validation set and test set can't be obtained, we generate `train.txt` and `val.txt` from the training set randomly. + +```none + mmsegmentation + ├── mmseg + ├── projects + │ ├── medical + │ │ ├── 2d_image + │ │ │ ├── histopathology + │ │ │ │ ├── consep + │ │ │ │ │ ├── configs + │ │ │ │ │ ├── datasets + │ │ │ │ │ ├── tools + │ │ │ │ │ ├── data + │ │ │ │ │ │ ├── train.txt + │ │ │ │ │ │ ├── val.txt + │ │ │ │ │ │ ├── images + │ │ │ │ │ │ │ ├── train + │ │ │ │ | │ │ │ ├── xxx.png + │ │ │ │ | │ │ │ ├── ... + │ │ │ │ | │ │ │ └── xxx.png + │ │ │ │ │ │ ├── masks + │ │ │ │ │ │ │ ├── train + │ │ │ │ | │ │ │ ├── xxx.png + │ │ │ │ | │ │ │ ├── ... + │ │ │ │ | │ │ │ └── xxx.png +``` + +### Training commands + +Train models on a single server with one GPU. + +```shell +mim train mmseg ./configs/${CONFIG_FILE} +``` + +### Testing commands + +Test models on a single server with one GPU. + +```shell +mim test mmseg ./configs/${CONFIG_FILE} --checkpoint ${CHECKPOINT_PATH} +``` + + + +## Dataset Citation + +If this work is helpful for your research, please consider citing the below paper. + +``` +@article{graham2019hover, + title={Hover-net: Simultaneous segmentation and classification of nuclei in multi-tissue histology images}, + author={Graham, Simon and Vu, Quoc Dang and Raza, Shan E Ahmed and Azam, Ayesha and Tsang, Yee Wah and Kwak, Jin Tae and Rajpoot, Nasir}, + journal={Medical Image Analysis}, + volume={58}, + pages={101563}, + year={2019}, + publisher={Elsevier} +} +``` + +## Checklist + +- [x] Milestone 1: PR-ready, and acceptable to be one of the `projects/`. + + - [x] Finish the code + + - [x] Basic docstrings & proper citation + + - [x] Test-time correctness + + - [x] A full README + +- [ ] Milestone 2: Indicates a successful model implementation. + + - [ ] Training-time correctness + +- [ ] Milestone 3: Good to be a part of our core package! + + - [ ] Type hints and docstrings + + - [ ] Unit tests + + - [ ] Code polishing + + - [ ] Metafile.yml + +- [ ] Move your modules into the core package following the codebase's file hierarchy structure. + +- [ ] Refactor your modules into the core package following the codebase's file hierarchy structure. diff --git a/projects/medical/2d_image/histopathology/consep/configs/consep_512x512.py b/projects/medical/2d_image/histopathology/consep/configs/consep_512x512.py new file mode 100644 index 0000000000..0d9b8948b0 --- /dev/null +++ b/projects/medical/2d_image/histopathology/consep/configs/consep_512x512.py @@ -0,0 +1,42 @@ +dataset_type = 'ConsepDataset' +data_root = 'data/' +img_scale = (512, 512) +train_pipeline = [ + dict(type='LoadImageFromFile'), + dict(type='LoadAnnotations'), + dict(type='Resize', scale=img_scale, keep_ratio=False), + dict(type='RandomFlip', prob=0.5), + dict(type='PhotoMetricDistortion'), + dict(type='PackSegInputs') +] +test_pipeline = [ + dict(type='LoadImageFromFile'), + dict(type='Resize', scale=img_scale, keep_ratio=False), + dict(type='LoadAnnotations'), + dict(type='PackSegInputs') +] +train_dataloader = dict( + batch_size=16, + num_workers=4, + persistent_workers=True, + sampler=dict(type='InfiniteSampler', shuffle=True), + dataset=dict( + type=dataset_type, + data_root=data_root, + ann_file='train.txt', + data_prefix=dict(img_path='images/', seg_map_path='masks/'), + pipeline=train_pipeline)) +val_dataloader = dict( + batch_size=1, + num_workers=4, + persistent_workers=True, + sampler=dict(type='DefaultSampler', shuffle=False), + dataset=dict( + type=dataset_type, + data_root=data_root, + ann_file='val.txt', + data_prefix=dict(img_path='images/', seg_map_path='masks/'), + pipeline=test_pipeline)) +test_dataloader = val_dataloader +val_evaluator = dict(type='IoUMetric', iou_metrics=['mIoU', 'mDice']) +test_evaluator = dict(type='IoUMetric', iou_metrics=['mIoU', 'mDice']) diff --git a/projects/medical/2d_image/histopathology/consep/configs/fcn-unet-s5-d16_unet_1xb16-0.0001-20k_consep-512x512.py b/projects/medical/2d_image/histopathology/consep/configs/fcn-unet-s5-d16_unet_1xb16-0.0001-20k_consep-512x512.py new file mode 100644 index 0000000000..cbcf5db775 --- /dev/null +++ b/projects/medical/2d_image/histopathology/consep/configs/fcn-unet-s5-d16_unet_1xb16-0.0001-20k_consep-512x512.py @@ -0,0 +1,17 @@ +_base_ = [ + './consep_512x512.py', 'mmseg::_base_/models/fcn_unet_s5-d16.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.consep_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.0001) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict(num_classes=8), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/histopathology/consep/configs/fcn-unet-s5-d16_unet_1xb16-0.001-20k_consep-512x512.py b/projects/medical/2d_image/histopathology/consep/configs/fcn-unet-s5-d16_unet_1xb16-0.001-20k_consep-512x512.py new file mode 100644 index 0000000000..b374566e6e --- /dev/null +++ b/projects/medical/2d_image/histopathology/consep/configs/fcn-unet-s5-d16_unet_1xb16-0.001-20k_consep-512x512.py @@ -0,0 +1,17 @@ +_base_ = [ + './consep_512x512.py', 'mmseg::_base_/models/fcn_unet_s5-d16.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.consep_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.001) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict(num_classes=8), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/histopathology/consep/configs/fcn-unet-s5-d16_unet_1xb16-0.01-20k_consep-512x512.py b/projects/medical/2d_image/histopathology/consep/configs/fcn-unet-s5-d16_unet_1xb16-0.01-20k_consep-512x512.py new file mode 100644 index 0000000000..35bdaa34c8 --- /dev/null +++ b/projects/medical/2d_image/histopathology/consep/configs/fcn-unet-s5-d16_unet_1xb16-0.01-20k_consep-512x512.py @@ -0,0 +1,17 @@ +_base_ = [ + './consep_512x512.py', 'mmseg::_base_/models/fcn_unet_s5-d16.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.consep_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.01) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict(num_classes=8), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/histopathology/consep/datasets/consep_dataset.py b/projects/medical/2d_image/histopathology/consep/datasets/consep_dataset.py new file mode 100644 index 0000000000..ceb2b3ab25 --- /dev/null +++ b/projects/medical/2d_image/histopathology/consep/datasets/consep_dataset.py @@ -0,0 +1,30 @@ +from mmseg.datasets import BaseSegDataset +from mmseg.registry import DATASETS + + +@DATASETS.register_module() +class ConsepDataset(BaseSegDataset): + """ConsepDataset dataset. + + In segmentation map annotation for ConsepDataset, + ``reduce_zero_label`` is fixed to False. The ``img_suffix`` + is fixed to '.png' and ``seg_map_suffix`` is fixed to '.png'. + + Args: + img_suffix (str): Suffix of images. Default: '.png' + seg_map_suffix (str): Suffix of segmentation maps. Default: '.png' + """ + METAINFO = dict( + classes=('background', 'other', 'inflammatory', 'healthy epithelial', + 'dysplastic/malignant epithelial', 'fibroblast', 'muscle', + 'endothelial')) + + def __init__(self, + img_suffix='.png', + seg_map_suffix='.png', + **kwargs) -> None: + super().__init__( + img_suffix=img_suffix, + seg_map_suffix=seg_map_suffix, + reduce_zero_label=False, + **kwargs) diff --git a/projects/medical/2d_image/histopathology/consep/tools/prepare_dataset.py b/projects/medical/2d_image/histopathology/consep/tools/prepare_dataset.py new file mode 100755 index 0000000000..83a2e18ce1 --- /dev/null +++ b/projects/medical/2d_image/histopathology/consep/tools/prepare_dataset.py @@ -0,0 +1,54 @@ +import glob +import os +import shutil + +import numpy as np +from PIL import Image +from scipy.io import loadmat + +root_path = 'data/' +img_suffix = '.png' +seg_map_suffix = '.mat' +save_img_suffix = '.png' +save_seg_map_suffix = '.png' + +x_train = glob.glob(os.path.join('data/CoNSeP/Train/Images/*' + img_suffix)) +x_test = glob.glob(os.path.join('data/CoNSeP/Test/Images/*' + img_suffix)) + +os.system('mkdir -p ' + root_path + 'images/train/') +os.system('mkdir -p ' + root_path + 'images/val/') +os.system('mkdir -p ' + root_path + 'masks/train/') +os.system('mkdir -p ' + root_path + 'masks/val/') +D2_255_convert_dict = {0: 0, 255: 1} + + +def convert_2d(img, convert_dict=D2_255_convert_dict): + arr_2d = np.zeros((img.shape[0], img.shape[1]), dtype=np.uint8) + for c, i in convert_dict.items(): + arr_2d[img == c] = i + return arr_2d + + +part_dir_dict = {0: 'CoNSeP/Train/', 1: 'CoNSeP/Test/'} +save_dir_dict = {0: 'train/', 1: 'val/'} +for ith, part in enumerate([x_train, x_test]): + part_dir = part_dir_dict[ith] + for img in part: + basename = os.path.basename(img) + shutil.copy( + img, root_path + 'images/' + save_dir_dict[ith] + + basename.split('.')[0] + save_img_suffix) + + mask_path = root_path + part_dir + 'Labels/' + basename.split( + '.')[0] + seg_map_suffix + label_ = loadmat(mask_path) + label = label_['inst_map'] + label_type = label_['inst_type'] + label_dict = {i + 1: int(val) for i, val in enumerate(label_type)} + + save_mask_path = root_path + 'masks/' + save_dir_dict[ + ith] + basename.split('.')[0] + save_seg_map_suffix + + res = convert_2d(label, convert_dict=label_dict) + res = Image.fromarray(res.astype(np.uint8)) + res.save(save_mask_path) diff --git a/projects/medical/2d_image/histopathology/fusc2021/README.md b/projects/medical/2d_image/histopathology/fusc2021/README.md new file mode 100644 index 0000000000..8130d59350 --- /dev/null +++ b/projects/medical/2d_image/histopathology/fusc2021/README.md @@ -0,0 +1,136 @@ +# Foot Ulcer Segmentation Challenge 2021 (FUSC 2021) + +## Description + +This project supports **`Foot Ulcer Segmentation Challenge 2021 (FUSC 2021) `**, which can be downloaded from [here](https://fusc.grand-challenge.org/). + +### Dataset Overview + +This chronic wound dataset was collected over 2 years from October 2019 to April 2021 at the center and contains 1,210 foot ulcer images taken from 889 patients during multiple clinical visits. The raw images were taken by Canon SX 620 HS digital camera and iPad Pro under uncontrolled illumination conditions, +with various backgrounds. The images (shown in Figure 1) are randomly split into 3 subsets: a training set with 810 images, a validation set with 200 images, and a testing set with 200 images. Of course, the annotations of the testing set are kept private. The data collected were de-identified and in accordance with relevant guidelines and regulations and the patient’s informed consent is waived by the institutional review board of the University of Wisconsin-Milwaukee. + +### Information Statistics + +| Dataset Name | Anatomical Region | Task Type | Modality | Num. Classes | Train/Val/Test Images | Train/Val/Test Labeled | Release Date | License | +| --------------------------------------------- | ----------------- | ------------ | -------------- | ------------ | --------------------- | ---------------------- | ------------ | ------------------------------------------------------------- | +| [fusc2021](https://fusc.grand-challenge.org/) | lower limb | segmentation | histopathology | 2 | 810/200/200 | yes/yes/no | 2021 | [CC0 1.0](https://creativecommons.org/publicdomain/zero/1.0/) | + +| Class Name | Num. Train | Pct. Train | Num. Val | Pct. Val | Num. Test | Pct. Test | +| :--------: | :--------: | :--------: | :------: | :------: | :-------: | :-------: | +| background | 810 | 98.71 | 200 | 98.78 | - | - | +| wound | 791 | 1.29 | 195 | 1.22 | - | - | + +Note: + +- `Pct` means percentage of pixels in this category in all pixels. + +### Visualization + +![fusc2021](https://raw.githubusercontent.com/uni-medical/medical-datasets-visualization/main/2d/semantic_seg/histopathology/fusc2021/fusc2021_dataset.png?raw=true) + +### Dataset Citation + +``` +@article{s41598-020-78799-w, + title={Fully automatic wound segmentation with deep convolutional neural networks}, + author={Chuanbo Wang and D. M. Anisuzzaman and Victor Williamson and Mrinal Kanti Dhar and Behrouz Rostami and Jeffrey Niezgoda and Sandeep Gopalakrishnan and Zeyun Yu}, + journal={Scientific Reports}, + volume={10}, + number={1}, + pages={21897}, + year={2020} +} +``` + +### Prerequisites + +- Python v3.8 +- PyTorch v1.10.0 +- pillow(PIL) v9.3.0 +- scikit-learn(sklearn) v1.2.0 +- [MIM](https://github.com/open-mmlab/mim) v0.3.4 +- [MMCV](https://github.com/open-mmlab/mmcv) v2.0.0rc4 +- [MMEngine](https://github.com/open-mmlab/mmengine) v0.2.0 or higher +- [MMSegmentation](https://github.com/open-mmlab/mmsegmentation) v1.0.0rc5 + +All the commands below rely on the correct configuration of `PYTHONPATH`, which should point to the project's directory so that Python can locate the module files. In `fusc2021/` root directory, run the following line to add the current directory to `PYTHONPATH`: + +```shell +export PYTHONPATH=`pwd`:$PYTHONPATH +``` + +### Dataset Preparing + +- download dataset from [here](https://fusc.grand-challenge.org/) and decompress data to path `'data/'`. +- run script `"python tools/prepare_dataset.py"` to format data and change folder structure as below. +- run script `"python ../../tools/split_seg_dataset.py"` to split dataset and generate `train.txt`, `val.txt` and `test.txt`. If the label of official validation set and test set cannot be obtained, we generate `train.txt` and `val.txt` from the training set randomly. + +```none + mmsegmentation + ├── mmseg + ├── projects + │ ├── medical + │ │ ├── 2d_image + │ │ │ ├── histopathology + │ │ │ │ ├── fusc2021 + │ │ │ │ │ ├── configs + │ │ │ │ │ ├── datasets + │ │ │ │ │ ├── tools + │ │ │ │ │ ├── data + │ │ │ │ │ │ ├── train.txt + │ │ │ │ │ │ ├── val.txt + │ │ │ │ │ │ ├── images + │ │ │ │ │ │ │ ├── train + │ │ │ │ | │ │ │ ├── xxx.png + │ │ │ │ | │ │ │ ├── ... + │ │ │ │ | │ │ │ └── xxx.png + │ │ │ │ │ │ ├── masks + │ │ │ │ │ │ │ ├── train + │ │ │ │ | │ │ │ ├── xxx.png + │ │ │ │ | │ │ │ ├── ... + │ │ │ │ | │ │ │ └── xxx.png +``` + +### Training commands + +To train models on a single server with one GPU. (default) + +```shell +mim train mmseg ./configs/${CONFIG_FILE} +``` + +### Testing commands + +To test models on a single server with one GPU. (default) + +```shell +mim test mmseg ./configs/${CONFIG_FILE} --checkpoint ${CHECKPOINT_PATH} +``` + + + +## Checklist + +- [x] Milestone 1: PR-ready, and acceptable to be one of the `projects/`. + + - [x] Finish the code + - [x] Basic docstrings & proper citation + - [ ] Test-time correctness + - [x] A full README + +- [ ] Milestone 2: Indicates a successful model implementation. + + - [ ] Training-time correctness + +- [ ] Milestone 3: Good to be a part of our core package! + + - [ ] Type hints and docstrings + - [ ] Unit tests + - [ ] Code polishing + - [ ] Metafile.yml + +- [ ] Move your modules into the core package following the codebase's file hierarchy structure. + +- [ ] Refactor your modules into the core package following the codebase's file hierarchy structure. diff --git a/projects/medical/2d_image/histopathology/fusc2021/configs/fcn-unet-s5-d16_unet_1xb16-0.0001-20k_fusc2021-512x512.py b/projects/medical/2d_image/histopathology/fusc2021/configs/fcn-unet-s5-d16_unet_1xb16-0.0001-20k_fusc2021-512x512.py new file mode 100644 index 0000000000..c3f4275112 --- /dev/null +++ b/projects/medical/2d_image/histopathology/fusc2021/configs/fcn-unet-s5-d16_unet_1xb16-0.0001-20k_fusc2021-512x512.py @@ -0,0 +1,17 @@ +_base_ = [ + 'mmseg::_base_/models/fcn_unet_s5-d16.py', './fusc2021_512x512.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.fusc2021_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.0001) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict(num_classes=2), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/histopathology/fusc2021/configs/fcn-unet-s5-d16_unet_1xb16-0.001-20k_fusc2021-512x512.py b/projects/medical/2d_image/histopathology/fusc2021/configs/fcn-unet-s5-d16_unet_1xb16-0.001-20k_fusc2021-512x512.py new file mode 100644 index 0000000000..ed870303ff --- /dev/null +++ b/projects/medical/2d_image/histopathology/fusc2021/configs/fcn-unet-s5-d16_unet_1xb16-0.001-20k_fusc2021-512x512.py @@ -0,0 +1,17 @@ +_base_ = [ + 'mmseg::_base_/models/fcn_unet_s5-d16.py', './fusc2021_512x512.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.fusc2021_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.001) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict(num_classes=2), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/histopathology/fusc2021/configs/fcn-unet-s5-d16_unet_1xb16-0.01-20k_fusc2021-512x512.py b/projects/medical/2d_image/histopathology/fusc2021/configs/fcn-unet-s5-d16_unet_1xb16-0.01-20k_fusc2021-512x512.py new file mode 100644 index 0000000000..cbc09ae6cd --- /dev/null +++ b/projects/medical/2d_image/histopathology/fusc2021/configs/fcn-unet-s5-d16_unet_1xb16-0.01-20k_fusc2021-512x512.py @@ -0,0 +1,17 @@ +_base_ = [ + 'mmseg::_base_/models/fcn_unet_s5-d16.py', './fusc2021_512x512.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.fusc2021_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.01) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict(num_classes=2), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/histopathology/fusc2021/configs/fcn-unet-s5-d16_unet_1xb16-0.01lr-sigmoid-20k_fusc2021-512x512.py b/projects/medical/2d_image/histopathology/fusc2021/configs/fcn-unet-s5-d16_unet_1xb16-0.01lr-sigmoid-20k_fusc2021-512x512.py new file mode 100644 index 0000000000..f1477ee725 --- /dev/null +++ b/projects/medical/2d_image/histopathology/fusc2021/configs/fcn-unet-s5-d16_unet_1xb16-0.01lr-sigmoid-20k_fusc2021-512x512.py @@ -0,0 +1,18 @@ +_base_ = [ + 'mmseg::_base_/models/fcn_unet_s5-d16.py', './fusc2021_512x512.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.fusc2021_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.01) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict( + num_classes=2, loss_decode=dict(use_sigmoid=True), out_channels=1), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/histopathology/fusc2021/configs/fusc2021_512x512.py b/projects/medical/2d_image/histopathology/fusc2021/configs/fusc2021_512x512.py new file mode 100644 index 0000000000..e650474cea --- /dev/null +++ b/projects/medical/2d_image/histopathology/fusc2021/configs/fusc2021_512x512.py @@ -0,0 +1,42 @@ +dataset_type = 'FUSC2021Dataset' +data_root = 'data/' +img_scale = (512, 512) +train_pipeline = [ + dict(type='LoadImageFromFile'), + dict(type='LoadAnnotations'), + dict(type='Resize', scale=img_scale, keep_ratio=False), + dict(type='RandomFlip', prob=0.5), + dict(type='PhotoMetricDistortion'), + dict(type='PackSegInputs') +] +test_pipeline = [ + dict(type='LoadImageFromFile'), + dict(type='Resize', scale=img_scale, keep_ratio=False), + dict(type='LoadAnnotations'), + dict(type='PackSegInputs') +] +train_dataloader = dict( + batch_size=16, + num_workers=4, + persistent_workers=True, + sampler=dict(type='InfiniteSampler', shuffle=True), + dataset=dict( + type=dataset_type, + data_root=data_root, + ann_file='train.txt', + data_prefix=dict(img_path='images/', seg_map_path='masks/'), + pipeline=train_pipeline)) +val_dataloader = dict( + batch_size=1, + num_workers=4, + persistent_workers=True, + sampler=dict(type='DefaultSampler', shuffle=False), + dataset=dict( + type=dataset_type, + data_root=data_root, + ann_file='val.txt', + data_prefix=dict(img_path='images/', seg_map_path='masks/'), + pipeline=test_pipeline)) +test_dataloader = val_dataloader +val_evaluator = dict(type='IoUMetric', iou_metrics=['mIoU', 'mDice']) +test_evaluator = dict(type='IoUMetric', iou_metrics=['mIoU', 'mDice']) diff --git a/projects/medical/2d_image/histopathology/fusc2021/datasets/fusc2021_dataset.py b/projects/medical/2d_image/histopathology/fusc2021/datasets/fusc2021_dataset.py new file mode 100644 index 0000000000..d331ac8c3a --- /dev/null +++ b/projects/medical/2d_image/histopathology/fusc2021/datasets/fusc2021_dataset.py @@ -0,0 +1,30 @@ +from mmseg.datasets import BaseSegDataset +from mmseg.registry import DATASETS + + +@DATASETS.register_module() +class FUSC2021Dataset(BaseSegDataset): + """FUSC2021Dataset dataset. + + In segmentation map annotation for FUSC2021Dataset, 0 stands for background + , which is included in 2 categories. ``reduce_zero_label`` + is fixed to False. The ``img_suffix`` is fixed to '.png' and + ``seg_map_suffix`` is fixed to '.png'. + Args: + img_suffix (str): Suffix of images. Default: '.png' + seg_map_suffix (str): Suffix of segmentation maps. Default: '.png' + reduce_zero_label (bool): Whether to mark label zero as ignored. + Default to False.. + """ + METAINFO = dict(classes=('background', 'wound')) + + def __init__(self, + img_suffix='.png', + seg_map_suffix='.png', + reduce_zero_label=False, + **kwargs) -> None: + super().__init__( + img_suffix=img_suffix, + seg_map_suffix=seg_map_suffix, + reduce_zero_label=reduce_zero_label, + **kwargs) diff --git a/projects/medical/2d_image/histopathology/fusc2021/tools/prepare_dataset.py b/projects/medical/2d_image/histopathology/fusc2021/tools/prepare_dataset.py new file mode 100644 index 0000000000..8f2de3daa9 --- /dev/null +++ b/projects/medical/2d_image/histopathology/fusc2021/tools/prepare_dataset.py @@ -0,0 +1,114 @@ +import glob +import os + +import numpy as np +from PIL import Image + +root_path = 'data/' +img_suffix = '.png' +seg_map_suffix = '.png' +save_img_suffix = '.png' +save_seg_map_suffix = '.png' +src_img_train_dir = os.path.join( + root_path, 'wound-segmentation/data/' + + 'Foot Ulcer Segmentation Challenge/train/images') +src_img_val_dir = os.path.join( + root_path, 'wound-segmentation/data/' + + 'Foot Ulcer Segmentation Challenge/validation/images') +src_img_test_dir = os.path.join( + root_path, 'wound-segmentation/data/' + + 'Foot Ulcer Segmentation Challenge/test/images') +src_mask_train_dir = os.path.join( + root_path, 'wound-segmentation/data/' + + 'Foot Ulcer Segmentation Challenge/train/labels') +src_mask_val_dir = os.path.join( + root_path, 'wound-segmentation/data/' + + 'Foot Ulcer Segmentation Challenge/validation/labels') + +tgt_img_train_dir = os.path.join(root_path, 'images/train/') +tgt_mask_train_dir = os.path.join(root_path, 'masks/train/') +tgt_img_val_dir = os.path.join(root_path, 'images/val/') +tgt_mask_val_dir = os.path.join(root_path, 'masks/val/') +tgt_img_test_dir = os.path.join(root_path, 'images/test/') +os.system('mkdir -p ' + tgt_img_train_dir) +os.system('mkdir -p ' + tgt_img_val_dir) +os.system('mkdir -p ' + tgt_img_test_dir) +os.system('mkdir -p ' + tgt_mask_train_dir) +os.system('mkdir -p ' + tgt_mask_val_dir) + + +def filter_suffix_recursive(src_dir, suffix): + # filter out file names and paths in source directory + suffix = '.' + suffix if '.' not in suffix else suffix + file_paths = glob.glob( + os.path.join(src_dir, '**', '*' + suffix), recursive=True) + file_names = [_.split('/')[-1] for _ in file_paths] + return sorted(file_paths), sorted(file_names) + + +def convert_label(img, convert_dict): + arr = np.zeros_like(img, dtype=np.uint8) + for c, i in convert_dict.items(): + arr[img == c] = i + return arr + + +def convert_pics_into_pngs(src_dir, tgt_dir, suffix, convert='RGB'): + if not os.path.exists(tgt_dir): + os.makedirs(tgt_dir) + + src_paths, src_names = filter_suffix_recursive(src_dir, suffix=suffix) + + for i, (src_name, src_path) in enumerate(zip(src_names, src_paths)): + tgt_name = src_name.replace(suffix, save_img_suffix) + tgt_path = os.path.join(tgt_dir, tgt_name) + num = len(src_paths) + img = np.array(Image.open(src_path)) + if len(img.shape) == 2: + pil = Image.fromarray(img).convert(convert) + elif len(img.shape) == 3: + pil = Image.fromarray(img) + else: + raise ValueError('Input image not 2D/3D: ', img.shape) + + pil.save(tgt_path) + print(f'processed {i+1}/{num}.') + + +def convert_label_pics_into_pngs(src_dir, + tgt_dir, + suffix, + convert_dict={ + 0: 0, + 255: 1 + }): + if not os.path.exists(tgt_dir): + os.makedirs(tgt_dir) + + src_paths, src_names = filter_suffix_recursive(src_dir, suffix=suffix) + num = len(src_paths) + for i, (src_name, src_path) in enumerate(zip(src_names, src_paths)): + tgt_name = src_name.replace(suffix, save_seg_map_suffix) + tgt_path = os.path.join(tgt_dir, tgt_name) + + img = np.array(Image.open(src_path).convert('L')) + img = convert_label(img, convert_dict) + Image.fromarray(img).save(tgt_path) + print(f'processed {i+1}/{num}.') + + +if __name__ == '__main__': + + convert_pics_into_pngs( + src_img_train_dir, tgt_img_train_dir, suffix=img_suffix) + + convert_pics_into_pngs(src_img_val_dir, tgt_img_val_dir, suffix=img_suffix) + + convert_pics_into_pngs( + src_img_test_dir, tgt_img_test_dir, suffix=img_suffix) + + convert_label_pics_into_pngs( + src_mask_train_dir, tgt_mask_train_dir, suffix=seg_map_suffix) + + convert_label_pics_into_pngs( + src_mask_val_dir, tgt_mask_val_dir, suffix=seg_map_suffix) diff --git a/projects/medical/2d_image/histopathology/pannuke/README.md b/projects/medical/2d_image/histopathology/pannuke/README.md new file mode 100644 index 0000000000..e0cade7536 --- /dev/null +++ b/projects/medical/2d_image/histopathology/pannuke/README.md @@ -0,0 +1,146 @@ +# Pan-Cancer Histology Dataset for Nuclei Instance Segmentation and Classification (PanNuke) + +## Description + +This project supports **`Pan-Cancer Histology Dataset for Nuclei Instance Segmentation and Classification (PanNuke)`**, which can be downloaded from [here](https://academictorrents.com/details/99f2c7b57b95500711e33f2ee4d14c9fd7c7366c). + +### Dataset Overview + +Semi automatically generated nuclei instance segmentation and classification dataset with exhaustive nuclei labels across 19 different tissue types. The dataset consists of 481 visual fields, of which 312 are randomly sampled from more than 20K whole slide images at different magnifications, from multiple data sources. In total the dataset contains 205,343 labeled nuclei, each with an instance segmentation mask. Models trained on pannuke can aid in whole slide image tissue type segmentation, and generalise to new tissues. PanNuke demonstrates one of the first successfully semi-automatically generated datasets. + +### Statistic Information + +| Dataset Name | Anatomical Region | Task Type | Modality | Num. Classes | Train/Val/Test Images | Train/Val/Test Labeled | Release Date | License | +| ---------------------------------------------------------------------------------------- | ----------------- | ------------ | -------------- | ------------ | --------------------- | ---------------------- | ------------ | --------------------------------------------------------------- | +| [Pannuke](https://academictorrents.com/details/99f2c7b57b95500711e33f2ee4d14c9fd7c7366c) | full_body | segmentation | histopathology | 6 | 7901/-/- | yes/-/- | 2019 | [CC-BY-NC 4.0](https://creativecommons.org/licenses/by-sa/4.0/) | + +| Class Name | Num. Train | Pct. Train | Num. Val | Pct. Val | Num. Test | Pct. Test | +| :-----------------------: | :--------: | :--------: | :------: | :------: | :-------: | :-------: | +| background | 7901 | 83.32 | - | - | - | - | +| neoplastic | 4190 | 8.64 | - | - | - | - | +| non-neoplastic epithelial | 4126 | 1.77 | - | - | - | - | +| inflammatory | 6137 | 3.73 | - | - | - | - | +| connective | 232 | 0.07 | - | - | - | - | +| dead | 1528 | 2.47 | - | - | - | - | + +Note: + +- `Pct` means percentage of pixels in this category in all pixels. + +### Visualization + +![pannuke](https://raw.githubusercontent.com/uni-medical/medical-datasets-visualization/main/2d/semantic_seg/histopathology/pannuke/pannuke_dataset.png?raw=true) + +### Dataset Citation + +``` +@inproceedings{gamper2019pannuke, + title={PanNuke: an open pan-cancer histology dataset for nuclei instance segmentation and classification}, + author={Gamper, Jevgenij and Koohbanani, Navid Alemi and Benet, Ksenija and Khuram, Ali and Rajpoot, Nasir}, + booktitle={European Congress on Digital Pathology}, + pages={11--19}, + year={2019}, +} +``` + +### Prerequisites + +- Python v3.8 +- PyTorch v1.10.0 +- pillow(PIL) v9.3.0 9.3.0 +- scikit-learn(sklearn) v1.2.0 1.2.0 +- [MIM](https://github.com/open-mmlab/mim) v0.3.4 +- [MMCV](https://github.com/open-mmlab/mmcv) v2.0.0rc4 +- [MMEngine](https://github.com/open-mmlab/mmengine) v0.2.0 or higher +- [MMSegmentation](https://github.com/open-mmlab/mmsegmentation) v1.0.0rc5 + +All the commands below rely on the correct configuration of `PYTHONPATH`, which should point to the project's directory so that Python can locate the module files. In `pannuke/` root directory, run the following line to add the current directory to `PYTHONPATH`: + +```shell +export PYTHONPATH=`pwd`:$PYTHONPATH +``` + +### Dataset Preparing + +- download dataset from [here](https://academictorrents.com/details/99f2c7b57b95500711e33f2ee4d14c9fd7c7366c) and decompress data to path `'data/'`. +- run script `"python tools/prepare_dataset.py"` to format data and change folder structure as below. +- run script `"python ../../tools/split_seg_dataset.py"` to split dataset and generate `train.txt`, `val.txt` and `test.txt`. If the label of official validation set and test set cannot be obtained, we generate `train.txt` and `val.txt` from the training set randomly. + +```none + mmsegmentation + ├── mmseg + ├── projects + │ ├── medical + │ │ ├── 2d_image + │ │ │ ├── histopathology + │ │ │ │ ├── pannuke + │ │ │ │ │ ├── configs + │ │ │ │ │ ├── datasets + │ │ │ │ │ ├── tools + │ │ │ │ │ ├── data + │ │ │ │ │ │ ├── train.txt + │ │ │ │ │ │ ├── val.txt + │ │ │ │ │ │ ├── images + │ │ │ │ │ │ │ ├── train + │ │ │ │ | │ │ │ ├── xxx.png + │ │ │ │ | │ │ │ ├── ... + │ │ │ │ | │ │ │ └── xxx.png + │ │ │ │ │ │ ├── masks + │ │ │ │ │ │ │ ├── train + │ │ │ │ | │ │ │ ├── xxx.png + │ │ │ │ | │ │ │ ├── ... + │ │ │ │ | │ │ │ └── xxx.png +``` + +### Divided Dataset Information + +***Note: The table information below is divided by ourselves.*** + +| Class Name | Num. Train | Pct. Train | Num. Val | Pct. Val | Num. Test | Pct. Test | +| :-----------------------: | :--------: | :--------: | :------: | :------: | :-------: | :-------: | +| background | 6320 | 83.38 | 1581 | 83.1 | - | - | +| neoplastic | 3339 | 8.55 | 851 | 9.0 | - | - | +| non-neoplastic epithelial | 3293 | 1.77 | 833 | 1.76 | - | - | +| inflammatory | 4914 | 3.72 | 1223 | 3.76 | - | - | +| connective | 170 | 0.06 | 62 | 0.09 | - | - | +| dead | 1235 | 2.51 | 293 | 2.29 | - | - | + +### Training commands + +To train models on a single server with one GPU. (default) + +```shell +mim train mmseg ./configs/${CONFIG_FILE} +``` + +### Testing commands + +To test models on a single server with one GPU. (default) + +```shell +mim test mmseg ./configs/${CONFIG_FILE} --checkpoint ${CHECKPOINT_PATH} +``` + +## Checklist + +- [x] Milestone 1: PR-ready, and acceptable to be one of the `projects/`. + + - [x] Finish the code + - [x] Basic docstrings & proper citation + - [ ] Test-time correctness + - [x] A full README + +- [ ] Milestone 2: Indicates a successful model implementation. + + - [ ] Training-time correctness + +- [ ] Milestone 3: Good to be a part of our core package! + + - [ ] Type hints and docstrings + - [ ] Unit tests + - [ ] Code polishing + - [ ] Metafile.yml + +- [ ] Move your modules into the core package following the codebase's file hierarchy structure. + +- [ ] Refactor your modules into the core package following the codebase's file hierarchy structure. diff --git a/projects/medical/2d_image/histopathology/pannuke/configs/fcn-unet-s5-d16_unet-{use-sigmoid}_1xb16-0.01-20k_bactteria-detection-512x512.py b/projects/medical/2d_image/histopathology/pannuke/configs/fcn-unet-s5-d16_unet-{use-sigmoid}_1xb16-0.01-20k_bactteria-detection-512x512.py new file mode 100644 index 0000000000..92584e9a68 --- /dev/null +++ b/projects/medical/2d_image/histopathology/pannuke/configs/fcn-unet-s5-d16_unet-{use-sigmoid}_1xb16-0.01-20k_bactteria-detection-512x512.py @@ -0,0 +1,18 @@ +_base_ = [ + 'mmseg::_base_/models/fcn_unet_s5-d16.py', + './bactteria-detection_512x512.py', 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.bactteria-detection_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.01) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict( + num_classes=2, loss_decode=dict(use_sigmoid=True), out_channels=1), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/histopathology/pannuke/configs/fcn-unet-s5-d16_unet_1xb16-0.0001-20k_pannuke-512x512.py b/projects/medical/2d_image/histopathology/pannuke/configs/fcn-unet-s5-d16_unet_1xb16-0.0001-20k_pannuke-512x512.py new file mode 100644 index 0000000000..042a08ce00 --- /dev/null +++ b/projects/medical/2d_image/histopathology/pannuke/configs/fcn-unet-s5-d16_unet_1xb16-0.0001-20k_pannuke-512x512.py @@ -0,0 +1,17 @@ +_base_ = [ + 'mmseg::_base_/models/fcn_unet_s5-d16.py', './pannuke_512x512.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.pannuke_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.0001) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict(num_classes=6), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/histopathology/pannuke/configs/fcn-unet-s5-d16_unet_1xb16-0.001-20k_pannuke-512x512.py b/projects/medical/2d_image/histopathology/pannuke/configs/fcn-unet-s5-d16_unet_1xb16-0.001-20k_pannuke-512x512.py new file mode 100644 index 0000000000..e92514c913 --- /dev/null +++ b/projects/medical/2d_image/histopathology/pannuke/configs/fcn-unet-s5-d16_unet_1xb16-0.001-20k_pannuke-512x512.py @@ -0,0 +1,17 @@ +_base_ = [ + 'mmseg::_base_/models/fcn_unet_s5-d16.py', './pannuke_512x512.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.pannuke_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.001) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict(num_classes=6), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/histopathology/pannuke/configs/fcn-unet-s5-d16_unet_1xb16-0.01-20k_pannuke-512x512.py b/projects/medical/2d_image/histopathology/pannuke/configs/fcn-unet-s5-d16_unet_1xb16-0.01-20k_pannuke-512x512.py new file mode 100644 index 0000000000..a9403c849f --- /dev/null +++ b/projects/medical/2d_image/histopathology/pannuke/configs/fcn-unet-s5-d16_unet_1xb16-0.01-20k_pannuke-512x512.py @@ -0,0 +1,17 @@ +_base_ = [ + 'mmseg::_base_/models/fcn_unet_s5-d16.py', './pannuke_512x512.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.pannuke_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.01) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict(num_classes=6), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/histopathology/pannuke/configs/pannuke_512x512.py b/projects/medical/2d_image/histopathology/pannuke/configs/pannuke_512x512.py new file mode 100644 index 0000000000..316ac1ac44 --- /dev/null +++ b/projects/medical/2d_image/histopathology/pannuke/configs/pannuke_512x512.py @@ -0,0 +1,42 @@ +dataset_type = 'PanNukeDataset' +data_root = 'data/' +img_scale = (512, 512) +train_pipeline = [ + dict(type='LoadImageFromFile'), + dict(type='LoadAnnotations'), + dict(type='Resize', scale=img_scale, keep_ratio=False), + dict(type='RandomFlip', prob=0.5), + dict(type='PhotoMetricDistortion'), + dict(type='PackSegInputs') +] +test_pipeline = [ + dict(type='LoadImageFromFile'), + dict(type='Resize', scale=img_scale, keep_ratio=False), + dict(type='LoadAnnotations'), + dict(type='PackSegInputs') +] +train_dataloader = dict( + batch_size=16, + num_workers=4, + persistent_workers=True, + sampler=dict(type='InfiniteSampler', shuffle=True), + dataset=dict( + type=dataset_type, + data_root=data_root, + ann_file='train.txt', + data_prefix=dict(img_path='images/', seg_map_path='masks/'), + pipeline=train_pipeline)) +val_dataloader = dict( + batch_size=1, + num_workers=4, + persistent_workers=True, + sampler=dict(type='DefaultSampler', shuffle=False), + dataset=dict( + type=dataset_type, + data_root=data_root, + ann_file='val.txt', + data_prefix=dict(img_path='images/', seg_map_path='masks/'), + pipeline=test_pipeline)) +test_dataloader = val_dataloader +val_evaluator = dict(type='IoUMetric', iou_metrics=['mIoU', 'mDice']) +test_evaluator = dict(type='IoUMetric', iou_metrics=['mIoU', 'mDice']) diff --git a/projects/medical/2d_image/histopathology/pannuke/datasets/pannuke_dataset.py b/projects/medical/2d_image/histopathology/pannuke/datasets/pannuke_dataset.py new file mode 100644 index 0000000000..4d3c687ff3 --- /dev/null +++ b/projects/medical/2d_image/histopathology/pannuke/datasets/pannuke_dataset.py @@ -0,0 +1,33 @@ +from mmseg.datasets import BaseSegDataset +from mmseg.registry import DATASETS + + +@DATASETS.register_module() +class PanNukeDataset(BaseSegDataset): + """PanNukeDataset dataset. + + In segmentation map annotation for PanNukeDataset, + 0 stands for background, which is included in 6 categories. + ``reduce_zero_label`` is fixed to False. The ``img_suffix`` + is fixed to '.png' and ``seg_map_suffix`` is fixed to '.png'. + + Args: + img_suffix (str): Suffix of images. Default: '.png' + seg_map_suffix (str): Suffix of segmentation maps. Default: '.png' + reduce_zero_label (bool): Whether to mark label zero as ignored. + Default to False. + """ + METAINFO = dict( + classes=('background', 'neoplastic', 'non-neoplastic epithelial', + 'inflammatory', 'connective', 'dead')) + + def __init__(self, + img_suffix='.png', + seg_map_suffix='.png', + reduce_zero_label=False, + **kwargs) -> None: + super().__init__( + img_suffix=img_suffix, + seg_map_suffix=seg_map_suffix, + reduce_zero_label=reduce_zero_label, + **kwargs) diff --git a/projects/medical/2d_image/histopathology/pannuke/tools/prepare_dataset.py b/projects/medical/2d_image/histopathology/pannuke/tools/prepare_dataset.py new file mode 100644 index 0000000000..7213b181f4 --- /dev/null +++ b/projects/medical/2d_image/histopathology/pannuke/tools/prepare_dataset.py @@ -0,0 +1,49 @@ +import os + +import numpy as np +from PIL import Image + +root_path = 'data/' + +tgt_img_dir = os.path.join(root_path, 'images/train') +tgt_mask_dir = os.path.join(root_path, 'masks/train') +os.system('mkdir -p ' + tgt_img_dir) +os.system('mkdir -p ' + tgt_mask_dir) + +fold_img_paths = sorted([ + os.path.join(root_path, 'pannuke/Fold 1/images/fold1/images.npy'), + os.path.join(root_path, 'pannuke/Fold 2/images/fold2/images.npy'), + os.path.join(root_path, 'pannuke/Fold 3/images/fold3/images.npy') +]) + +fold_mask_paths = sorted([ + os.path.join(root_path, 'pannuke/Fold 1/masks/fold1/masks.npy'), + os.path.join(root_path, 'pannuke/Fold 2/masks/fold2/masks.npy'), + os.path.join(root_path, 'pannuke/Fold 3/masks/fold3/masks.npy') +]) + +for n, (img_path, + mask_path) in enumerate(zip(fold_img_paths, fold_mask_paths)): + fold_name = str(n + 1) + imgs = np.load(img_path) + masks = np.load(mask_path) + + for i in range(imgs.shape[0]): + img = np.uint8(imgs[i]) + mask_multichannel = np.minimum(np.uint8(masks[i]), 1) + mask = np.zeros((img.shape[0], img.shape[1]), dtype=np.uint8) + for j in range(mask_multichannel.shape[-1]): + factor = (j + 1) % mask_multichannel.shape[-1] + # convert [0,1,2,3,4,5] to [1,2,3,4,5,0], + # with the last label being background + mask[mask_multichannel[..., j] == 1] = factor + + file_name = 'fold' + fold_name + '_' + str(i).rjust(4, '0') + '.png' + print('Processing: ', file_name) + tgt_img_path = os.path.join(tgt_img_dir, file_name) + tgt_mask_path = os.path.join(tgt_mask_dir, file_name) + Image.fromarray(img).save(tgt_img_path) + Image.fromarray(mask).save(tgt_mask_path) + + del imgs + del masks diff --git a/projects/medical/2d_image/histopathology/pcam/README.md b/projects/medical/2d_image/histopathology/pcam/README.md new file mode 100644 index 0000000000..5a8094950c --- /dev/null +++ b/projects/medical/2d_image/histopathology/pcam/README.md @@ -0,0 +1,153 @@ +# PCam (PatchCamelyon) + +## Description + +This project supports **`Patch Camelyon (PCam) `**, which can be downloaded from [here](https://opendatalab.com/PCam). + +### Dataset Overview + +PatchCamelyon is an image classification dataset. It consists of 327680 color images (96 x 96px) extracted from histopathologic scans of lymph node sections. Each image is annotated with a binary label indicating presence of metastatic tissue. PCam provides a new benchmark for machine learning models: bigger than CIFAR10, smaller than ImageNet, trainable on a single GPU. + +### Statistic Information + +| Dataset Name | Anatomical Region | Task Type | Modality | Num. Classes | Train/Val/Test images | Train/Val/Test Labeled | Release Date | License | +| ------------------------------------ | ----------------- | ------------ | -------------- | ------------ | --------------------- | ---------------------- | ------------ | ------------------------------------------------------------- | +| [Pcam](https://opendatalab.com/PCam) | throax | segmentation | histopathology | 2 | 327680/-/- | yes/-/- | 2018 | [CC0 1.0](https://creativecommons.org/publicdomain/zero/1.0/) | + +| Class Name | Num. Train | Pct. Train | Num. Val | Pct. Val | Num. Test | Pct. Test | +| :---------------: | :--------: | :--------: | :------: | :------: | :-------: | :-------: | +| background | 214849 | 63.77 | - | - | - | - | +| metastatic tissue | 131832 | 36.22 | - | - | - | - | + +Note: + +- `Pct` means percentage of pixels in this category in all pixels. + +### Visualization + +![pcam](https://raw.githubusercontent.com/uni-medical/medical-datasets-visualization/main/2d/semantic_seg/histopathology/pcam/pcam_dataset.png?raw=true) + +### Dataset Citation + +``` +@inproceedings{veeling2018rotation, + title={Rotation equivariant CNNs for digital pathology}, + author={Veeling, Bastiaan S and Linmans, Jasper and Winkens, Jim and Cohen, Taco and Welling, Max}, + booktitle={International Conference on Medical image computing and computer-assisted intervention}, + pages={210--218}, + year={2018}, +} +``` + +### Prerequisites + +- Python v3.8 +- PyTorch v1.10.0 +- pillow(PIL) v9.3.0 9.3.0 +- scikit-learn(sklearn) v1.2.0 1.2.0 +- [MIM](https://github.com/open-mmlab/mim) v0.3.4 +- [MMCV](https://github.com/open-mmlab/mmcv) v2.0.0rc4 +- [MMEngine](https://github.com/open-mmlab/mmengine) v0.2.0 or higher +- [MMSegmentation](https://github.com/open-mmlab/mmsegmentation) v1.0.0rc5 + +All the commands below rely on the correct configuration of `PYTHONPATH`, which should point to the project's directory so that Python can locate the module files. In `pcam/` root directory, run the following line to add the current directory to `PYTHONPATH`: + +```shell +export PYTHONPATH=`pwd`:$PYTHONPATH +``` + +### Dataset Preparing + +- download dataset from [here](https://opendatalab.com/PCam) and decompress data to path `'data/'`. +- run script `"python tools/prepare_dataset.py"` to format data and change folder structure as below. +- run script `"python ../../tools/split_seg_dataset.py"` to split dataset and generate `train.txt`, `val.txt` and `test.txt`. If the label of official validation set and test set cannot be obtained, we generate `train.txt` and `val.txt` from the training set randomly. + +```shell +mkdir data & cd data +pip install opendatalab +odl get PCam +mv ./PCam/raw/pcamv1 ./ +rm -rf PCam +cd .. +python tools/prepare_dataset.py +python ../../tools/split_seg_dataset.py +``` + +```none + mmsegmentation + ├── mmseg + ├── projects + │ ├── medical + │ │ ├── 2d_image + │ │ │ ├── histopathology + │ │ │ │ ├── pcam + │ │ │ │ │ ├── configs + │ │ │ │ │ ├── datasets + │ │ │ │ │ ├── tools + │ │ │ │ │ ├── data + │ │ │ │ │ │ ├── train.txt + │ │ │ │ │ │ ├── val.txt + │ │ │ │ │ │ ├── images + │ │ │ │ │ │ │ ├── train + │ │ │ │ | │ │ │ ├── xxx.png + │ │ │ │ | │ │ │ ├── ... + │ │ │ │ | │ │ │ └── xxx.png + │ │ │ │ │ │ ├── masks + │ │ │ │ │ │ │ ├── train + │ │ │ │ | │ │ │ ├── xxx.png + │ │ │ │ | │ │ │ ├── ... + │ │ │ │ | │ │ │ └── xxx.png +``` + +### Divided Dataset Information + +***Note: The table information below is divided by ourselves.*** + +| Class Name | Num. Train | Pct. Train | Num. Val | Pct. Val | Num. Test | Pct. Test | +| :---------------: | :--------: | :--------: | :------: | :------: | :-------: | :-------: | +| background | 171948 | 63.82 | 42901 | 63.6 | - | - | +| metastatic tissue | 105371 | 36.18 | 26461 | 36.4 | - | - | + +### Training commands + +To train models on a single server with one GPU. (default) + +```shell +mim train mmseg ./configs/${CONFIG_FILE} +``` + +### Testing commands + +To test models on a single server with one GPU. (default) + +```shell +mim test mmseg ./configs/${CONFIG_FILE} --checkpoint ${CHECKPOINT_PATH} +``` + + + +## Checklist + +- [x] Milestone 1: PR-ready, and acceptable to be one of the `projects/`. + + - [x] Finish the code + - [x] Basic docstrings & proper citation + - [ ] Test-time correctness + - [x] A full README + +- [ ] Milestone 2: Indicates a successful model implementation. + + - [ ] Training-time correctness + +- [ ] Milestone 3: Good to be a part of our core package! + + - [ ] Type hints and docstrings + - [ ] Unit tests + - [ ] Code polishing + - [ ] Metafile.yml + +- [ ] Move your modules into the core package following the codebase's file hierarchy structure. + +- [ ] Refactor your modules into the core package following the codebase's file hierarchy structure. diff --git a/projects/medical/2d_image/histopathology/pcam/configs/fcn-unet-s5-d16_unet_1xb16-0.0001-20k_pcam-512x512.py b/projects/medical/2d_image/histopathology/pcam/configs/fcn-unet-s5-d16_unet_1xb16-0.0001-20k_pcam-512x512.py new file mode 100644 index 0000000000..20601f1ea5 --- /dev/null +++ b/projects/medical/2d_image/histopathology/pcam/configs/fcn-unet-s5-d16_unet_1xb16-0.0001-20k_pcam-512x512.py @@ -0,0 +1,17 @@ +_base_ = [ + 'mmseg::_base_/models/fcn_unet_s5-d16.py', './pcam_512x512.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.pcam_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.0001) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict(num_classes=2), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/histopathology/pcam/configs/fcn-unet-s5-d16_unet_1xb16-0.001-20k_pcam-512x512.py b/projects/medical/2d_image/histopathology/pcam/configs/fcn-unet-s5-d16_unet_1xb16-0.001-20k_pcam-512x512.py new file mode 100644 index 0000000000..c057535409 --- /dev/null +++ b/projects/medical/2d_image/histopathology/pcam/configs/fcn-unet-s5-d16_unet_1xb16-0.001-20k_pcam-512x512.py @@ -0,0 +1,17 @@ +_base_ = [ + 'mmseg::_base_/models/fcn_unet_s5-d16.py', './pcam_512x512.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.pcam_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.001) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict(num_classes=2), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/histopathology/pcam/configs/fcn-unet-s5-d16_unet_1xb16-0.01-20k_pcam-512x512.py b/projects/medical/2d_image/histopathology/pcam/configs/fcn-unet-s5-d16_unet_1xb16-0.01-20k_pcam-512x512.py new file mode 100644 index 0000000000..4c1d5fe421 --- /dev/null +++ b/projects/medical/2d_image/histopathology/pcam/configs/fcn-unet-s5-d16_unet_1xb16-0.01-20k_pcam-512x512.py @@ -0,0 +1,17 @@ +_base_ = [ + 'mmseg::_base_/models/fcn_unet_s5-d16.py', './pcam_512x512.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.pcam_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.01) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict(num_classes=2), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/histopathology/pcam/configs/fcn-unet-s5-d16_unet_1xb16-0.01lr-sigmoid-20k_pcam-512x512.py b/projects/medical/2d_image/histopathology/pcam/configs/fcn-unet-s5-d16_unet_1xb16-0.01lr-sigmoid-20k_pcam-512x512.py new file mode 100644 index 0000000000..25e3734795 --- /dev/null +++ b/projects/medical/2d_image/histopathology/pcam/configs/fcn-unet-s5-d16_unet_1xb16-0.01lr-sigmoid-20k_pcam-512x512.py @@ -0,0 +1,18 @@ +_base_ = [ + 'mmseg::_base_/models/fcn_unet_s5-d16.py', './pcam_512x512.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.pcam_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.01) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict( + num_classes=2, loss_decode=dict(use_sigmoid=True), out_channels=1), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/histopathology/pcam/configs/pcam_512x512.py b/projects/medical/2d_image/histopathology/pcam/configs/pcam_512x512.py new file mode 100644 index 0000000000..04efc23eb5 --- /dev/null +++ b/projects/medical/2d_image/histopathology/pcam/configs/pcam_512x512.py @@ -0,0 +1,42 @@ +dataset_type = 'PCamDataset' +data_root = 'data/' +img_scale = (512, 512) +train_pipeline = [ + dict(type='LoadImageFromFile'), + dict(type='LoadAnnotations'), + dict(type='Resize', scale=img_scale, keep_ratio=False), + dict(type='RandomFlip', prob=0.5), + dict(type='PhotoMetricDistortion'), + dict(type='PackSegInputs') +] +test_pipeline = [ + dict(type='LoadImageFromFile'), + dict(type='Resize', scale=img_scale, keep_ratio=False), + dict(type='LoadAnnotations'), + dict(type='PackSegInputs') +] +train_dataloader = dict( + batch_size=16, + num_workers=4, + persistent_workers=True, + sampler=dict(type='InfiniteSampler', shuffle=True), + dataset=dict( + type=dataset_type, + data_root=data_root, + ann_file='train.txt', + data_prefix=dict(img_path='images/', seg_map_path='masks/'), + pipeline=train_pipeline)) +val_dataloader = dict( + batch_size=1, + num_workers=4, + persistent_workers=True, + sampler=dict(type='DefaultSampler', shuffle=False), + dataset=dict( + type=dataset_type, + data_root=data_root, + ann_file='val.txt', + data_prefix=dict(img_path='images/', seg_map_path='masks/'), + pipeline=test_pipeline)) +test_dataloader = val_dataloader +val_evaluator = dict(type='IoUMetric', iou_metrics=['mIoU', 'mDice']) +test_evaluator = dict(type='IoUMetric', iou_metrics=['mIoU', 'mDice']) diff --git a/projects/medical/2d_image/histopathology/pcam/datasets/pcam_dataset.py b/projects/medical/2d_image/histopathology/pcam/datasets/pcam_dataset.py new file mode 100644 index 0000000000..1c27de543a --- /dev/null +++ b/projects/medical/2d_image/histopathology/pcam/datasets/pcam_dataset.py @@ -0,0 +1,31 @@ +from mmseg.datasets import BaseSegDataset +from mmseg.registry import DATASETS + + +@DATASETS.register_module() +class PCamDataset(BaseSegDataset): + """PCamDataset dataset. + + In segmentation map annotation for PCamDataset, + 0 stands for background, which is included in 2 categories. + ``reduce_zero_label`` is fixed to False. The ``img_suffix`` + is fixed to '.png' and ``seg_map_suffix`` is fixed to '.png'. + + Args: + img_suffix (str): Suffix of images. Default: '.png' + seg_map_suffix (str): Suffix of segmentation maps. Default: '.png' + reduce_zero_label (bool): Whether to mark label zero as ignored. + Default to False. + """ + METAINFO = dict(classes=('background', 'metastatic tissue')) + + def __init__(self, + img_suffix='.png', + seg_map_suffix='.png', + reduce_zero_label=False, + **kwargs) -> None: + super().__init__( + img_suffix=img_suffix, + seg_map_suffix=seg_map_suffix, + reduce_zero_label=reduce_zero_label, + **kwargs) diff --git a/projects/medical/2d_image/histopathology/pcam/tools/prepare_dataset.py b/projects/medical/2d_image/histopathology/pcam/tools/prepare_dataset.py new file mode 100644 index 0000000000..75038e6fb4 --- /dev/null +++ b/projects/medical/2d_image/histopathology/pcam/tools/prepare_dataset.py @@ -0,0 +1,49 @@ +import os + +import h5py +import numpy as np +from PIL import Image + +root_path = 'data/' + +tgt_img_train_dir = os.path.join(root_path, 'images/train/') +tgt_mask_train_dir = os.path.join(root_path, 'masks/train/') +tgt_img_val_dir = os.path.join(root_path, 'images/val/') +tgt_img_test_dir = os.path.join(root_path, 'images/test/') + +os.system('mkdir -p ' + tgt_img_train_dir) +os.system('mkdir -p ' + tgt_mask_train_dir) +os.system('mkdir -p ' + tgt_img_val_dir) +os.system('mkdir -p ' + tgt_img_test_dir) + + +def extract_pics_from_h5(h5_path, h5_key, save_dir): + f = h5py.File(h5_path, 'r') + for i, img in enumerate(f[h5_key]): + img = img.astype(np.uint8).squeeze() + img = Image.fromarray(img) + save_image_path = os.path.join(save_dir, str(i).zfill(8) + '.png') + img.save(save_image_path) + + +if __name__ == '__main__': + + extract_pics_from_h5( + 'data/pcamv1/camelyonpatch_level_2_split_train_x.h5', + h5_key='x', + save_dir=tgt_img_train_dir) + + extract_pics_from_h5( + 'data/pcamv1/camelyonpatch_level_2_split_valid_x.h5', + h5_key='x', + save_dir=tgt_img_val_dir) + + extract_pics_from_h5( + 'data/pcamv1/camelyonpatch_level_2_split_test_x.h5', + h5_key='x', + save_dir=tgt_img_test_dir) + + extract_pics_from_h5( + 'data/pcamv1/camelyonpatch_level_2_split_train_mask.h5', + h5_key='mask', + save_dir=tgt_mask_train_dir) diff --git a/projects/medical/2d_image/infrared_reflectance_imaging/ravir/README.md b/projects/medical/2d_image/infrared_reflectance_imaging/ravir/README.md new file mode 100644 index 0000000000..ca95921ba3 --- /dev/null +++ b/projects/medical/2d_image/infrared_reflectance_imaging/ravir/README.md @@ -0,0 +1,167 @@ +# RAVIR: A Dataset and Methodology for the Semantic Segmentation and Quantitative Analysis of Retinal Arteries and Veins in Infrared Reflectance Imaging + +## Description + +This project support **`RAVIR: A Dataset and Methodology for the Semantic Segmentation and Quantitative Analysis of Retinal Arteries and Veins in Infrared Reflectance Imaging`**, and the dataset used in this project can be downloaded from [here](https://ravir.grand-challenge.org/). + +### Dataset Overview + +The retinal vasculature provides important clues in the diagnosis and monitoring of systemic diseases including hypertension and diabetes. The microvascular system is of primary involvement in such conditions, and the retina is the only anatomical site where the microvasculature can be directly observed. The objective assessment of retinal vessels has long been considered a surrogate biomarker for systemic vascular diseases, and with recent advancements in retinal imaging and computer vision technologies, this topic has become the subject of renewed attention. In this paper, we present a novel dataset, dubbed RAVIR, for the semantic segmentation of Retinal Arteries and Veins in Infrared Reflectance (IR) imaging. It enables the creation of deep learning-based models that distinguish extracted vessel type without extensive post-processing. + +### Original Statistic Information + +| Dataset name | Anatomical region | Task type | Modality | Num. Classes | Train/Val/Test Images | Train/Val/Test Labeled | Release Date | License | +| ------------------------------------------- | ----------------- | ------------ | ---------------------------- | ------------ | --------------------- | ---------------------- | ------------ | --------------------------------------------------------------- | +| [Ravir](https://ravir.grand-challenge.org/) | eye | segmentation | infrared reflectance imaging | 3 | 23/-/19 | yes/-/- | 2022 | [CC-BY-NC 4.0](https://creativecommons.org/licenses/by-sa/4.0/) | + +| Class Name | Num. Train | Pct. Train | Num. Val | Pct. Val | Num. Test | Pct. Test | +| :--------: | :--------: | :--------: | :------: | :------: | :-------: | :-------: | +| background | 23 | 87.22 | - | - | - | - | +| artery | 23 | 5.45 | - | - | - | - | +| vein | 23 | 7.33 | - | - | - | - | + +Note: + +- `Pct` means percentage of pixels in this category in all pixels. + +### Visualization + +![bac](https://raw.githubusercontent.com/uni-medical/medical-datasets-visualization/main/2d/semantic_seg/infrared_reflectance_imaging/ravir/ravir_dataset.png) + +## Dataset Citation + +```bibtex +@article{hatamizadeh2022ravir, + title={RAVIR: A dataset and methodology for the semantic segmentation and quantitative analysis of retinal arteries and veins in infrared reflectance imaging}, + author={Hatamizadeh, Ali and Hosseini, Hamid and Patel, Niraj and Choi, Jinseo and Pole, Cameron C and Hoeferlin, Cory M and Schwartz, Steven D and Terzopoulos, Demetri}, + journal={IEEE Journal of Biomedical and Health Informatics}, + volume={26}, + number={7}, + pages={3272--3283}, + year={2022}, + publisher={IEEE} +} +``` + +### Prerequisites + +- Python v3.8 +- PyTorch v1.10.0 +- pillow(PIL) v9.3.0 +- scikit-learn(sklearn) v1.2.0 +- [MIM](https://github.com/open-mmlab/mim) v0.3.4 +- [MMCV](https://github.com/open-mmlab/mmcv) v2.0.0rc4 +- [MMEngine](https://github.com/open-mmlab/mmengine) v0.2.0 or higher +- [MMSegmentation](https://github.com/open-mmlab/mmsegmentation) v1.0.0rc5 + +All the commands below rely on the correct configuration of `PYTHONPATH`, which should point to the project's directory so that Python can locate the module files. In `ravir/` root directory, run the following line to add the current directory to `PYTHONPATH`: + +```shell +export PYTHONPATH=`pwd`:$PYTHONPATH +``` + +### Dataset preparing + +- download dataset from [here](https://ravir.grand-challenge.org/) and decompression data to path `'data/ravir/'`. +- run script `"python tools/prepare_dataset.py"` to split dataset and change folder structure as below. +- run script `"python ../../tools/split_seg_dataset.py --data_root data/ravir"` to split dataset and generate `train.txt`, `val.txt` and `test.txt`. If the label of official validation set and test set can't be obtained, we generate `train.txt` and `val.txt` from the training set randomly. + +```none + mmsegmentation + ├── mmseg + ├── projects + │ ├── medical + │ │ ├── 2d_image + │ │ │ ├── infrared_reflectance_imaging + │ │ │ │ ├── ravir + │ │ │ │ │ ├── configs + │ │ │ │ │ ├── datasets + │ │ │ │ │ ├── tools + │ │ │ │ │ ├── data + │ │ │ │ │ │ ├── train.txt + │ │ │ │ │ │ ├── val.txt + │ │ │ │ │ │ ├── images + │ │ │ │ │ │ │ ├── train + │ │ │ │ | │ │ │ ├── xxx.png + │ │ │ │ | │ │ │ ├── ... + │ │ │ │ | │ │ │ └── xxx.png + │ │ │ │ │ │ │ ├── test + │ │ │ │ | │ │ │ ├── yyy.png + │ │ │ │ | │ │ │ ├── ... + │ │ │ │ | │ │ │ └── yyy.png + │ │ │ │ │ │ ├── masks + │ │ │ │ │ │ │ ├── train + │ │ │ │ | │ │ │ ├── xxx.png + │ │ │ │ | │ │ │ ├── ... + │ │ │ │ | │ │ │ └── xxx.png +``` + +### Divided Dataset Information + +***Note: The table information below is divided by ourselves.*** + +| Class Name | Num. Train | Pct. Train | Num. Val | Pct. Val | Num. Test | Pct. Test | +| :--------: | :--------: | :--------: | :------: | :------: | :-------: | :-------: | +| background | 18 | 87.41 | 5 | 86.53 | - | - | +| artery | 18 | 5.44 | 5 | 5.50 | - | - | +| vein | 18 | 7.15 | 5 | 7.97 | - | - | + +### Training commands + +To train models on a single server with one GPU. (default) + +```shell +mim train mmseg ./configs/${CONFIG_PATH} +``` + +### Testing commands + +To train models on a single server with one GPU. (default) + +```shell +mim test mmseg ./configs/${CONFIG_PATH} --checkpoint ${CHECKPOINT_PATH} +``` + + + +## Results + +### Ravir + +| Method | Backbone | Crop Size | lr | config | +| :-------------: | :------: | :-------: | :----: | :------------------------------------------------------------------------: | +| fcn_unet_s5-d16 | unet | 512x512 | 0.01 | [config](./configs/fcn-unet-s5-d16_unet_1xb16-0.01-20k_ravir-512x512.py) | +| fcn_unet_s5-d16 | unet | 512x512 | 0.001 | [config](./configs/fcn-unet-s5-d16_unet_1xb16-0.001-20k_ravir-512x512.py) | +| fcn_unet_s5-d16 | unet | 512x512 | 0.0001 | [config](./configs/fcn-unet-s5-d16_unet_1xb16-0.0001-20k_ravir-512x512.py) | + +## Checklist + +- [x] Milestone 1: PR-ready, and acceptable to be one of the `projects/`. + + - [x] Finish the code + + - [x] Basic docstrings & proper citation + + - [x] Test-time correctness + + - [x] A full README + +- [x] Milestone 2: Indicates a successful model implementation. + + - [x] Training-time correctness + +- [ ] Milestone 3: Good to be a part of our core package! + + - [ ] Type hints and docstrings + + - [ ] Unit tests + + - [ ] Code polishing + + - [ ] Metafile.yml + +- [ ] Move your modules into the core package following the codebase's file hierarchy structure. + +- [ ] Refactor your modules into the core package following the codebase's file hierarchy structure. diff --git a/projects/medical/2d_image/infrared_reflectance_imaging/ravir/configs/fcn-unet-s5-d16_unet_1xb16-0.0001-20k_ravir-512x512.py b/projects/medical/2d_image/infrared_reflectance_imaging/ravir/configs/fcn-unet-s5-d16_unet_1xb16-0.0001-20k_ravir-512x512.py new file mode 100755 index 0000000000..375ad5abf2 --- /dev/null +++ b/projects/medical/2d_image/infrared_reflectance_imaging/ravir/configs/fcn-unet-s5-d16_unet_1xb16-0.0001-20k_ravir-512x512.py @@ -0,0 +1,19 @@ +_base_ = [ + 'mmseg::_base_/models/fcn_unet_s5-d16.py', './ravir_512x512.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.ravir_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.0001) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + type='EncoderDecoder', + data_preprocessor=data_preprocessor, + pretrained=None, + decode_head=dict(num_classes=3), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/infrared_reflectance_imaging/ravir/configs/fcn-unet-s5-d16_unet_1xb16-0.001-20k_ravir-512x512.py b/projects/medical/2d_image/infrared_reflectance_imaging/ravir/configs/fcn-unet-s5-d16_unet_1xb16-0.001-20k_ravir-512x512.py new file mode 100755 index 0000000000..a7ecf6dd45 --- /dev/null +++ b/projects/medical/2d_image/infrared_reflectance_imaging/ravir/configs/fcn-unet-s5-d16_unet_1xb16-0.001-20k_ravir-512x512.py @@ -0,0 +1,19 @@ +_base_ = [ + 'mmseg::_base_/models/fcn_unet_s5-d16.py', './ravir_512x512.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.ravir_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.001) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + type='EncoderDecoder', + data_preprocessor=dict(size=img_scale), + pretrained=None, + decode_head=dict(num_classes=3), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/infrared_reflectance_imaging/ravir/configs/fcn-unet-s5-d16_unet_1xb16-0.01-20k_ravir-512x512.py b/projects/medical/2d_image/infrared_reflectance_imaging/ravir/configs/fcn-unet-s5-d16_unet_1xb16-0.01-20k_ravir-512x512.py new file mode 100755 index 0000000000..28556df53d --- /dev/null +++ b/projects/medical/2d_image/infrared_reflectance_imaging/ravir/configs/fcn-unet-s5-d16_unet_1xb16-0.01-20k_ravir-512x512.py @@ -0,0 +1,19 @@ +_base_ = [ + 'mmseg::_base_/models/fcn_unet_s5-d16.py', './ravir_512x512.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.ravir_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.01) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + type='EncoderDecoder', + data_preprocessor=data_preprocessor, + pretrained=None, + decode_head=dict(num_classes=3), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/infrared_reflectance_imaging/ravir/configs/ravir_512x512.py b/projects/medical/2d_image/infrared_reflectance_imaging/ravir/configs/ravir_512x512.py new file mode 100755 index 0000000000..cb4c292d1f --- /dev/null +++ b/projects/medical/2d_image/infrared_reflectance_imaging/ravir/configs/ravir_512x512.py @@ -0,0 +1,42 @@ +dataset_type = 'RAVIRDataset' +data_root = 'data/ravir' +img_scale = (512, 512) +train_pipeline = [ + dict(type='LoadImageFromFile'), + dict(type='LoadAnnotations'), + dict(type='Resize', scale=img_scale, keep_ratio=False), + dict(type='RandomFlip', prob=0.5), + dict(type='PhotoMetricDistortion'), + dict(type='PackSegInputs') +] +test_pipeline = [ + dict(type='LoadImageFromFile'), + dict(type='Resize', scale=img_scale, keep_ratio=False), + dict(type='LoadAnnotations'), + dict(type='PackSegInputs') +] +train_dataloader = dict( + batch_size=16, + num_workers=4, + persistent_workers=True, + sampler=dict(type='InfiniteSampler', shuffle=True), + dataset=dict( + type=dataset_type, + data_root=data_root, + ann_file='train.txt', + data_prefix=dict(img_path='images/', seg_map_path='masks/'), + pipeline=train_pipeline)) +val_dataloader = dict( + batch_size=1, + num_workers=4, + persistent_workers=True, + sampler=dict(type='DefaultSampler', shuffle=False), + dataset=dict( + type=dataset_type, + data_root=data_root, + ann_file='val.txt', + data_prefix=dict(img_path='images/', seg_map_path='masks/'), + pipeline=test_pipeline)) +test_dataloader = val_dataloader +val_evaluator = dict(type='IoUMetric', iou_metrics=['mIoU', 'mDice']) +test_evaluator = dict(type='IoUMetric', iou_metrics=['mIoU', 'mDice']) diff --git a/projects/medical/2d_image/infrared_reflectance_imaging/ravir/datasets/__init__.py b/projects/medical/2d_image/infrared_reflectance_imaging/ravir/datasets/__init__.py new file mode 100755 index 0000000000..6f1d051bcf --- /dev/null +++ b/projects/medical/2d_image/infrared_reflectance_imaging/ravir/datasets/__init__.py @@ -0,0 +1,3 @@ +from .ravir_dataset import RAVIRDataset + +__all__ = ['RAVIRDataset'] diff --git a/projects/medical/2d_image/infrared_reflectance_imaging/ravir/datasets/ravir_dataset.py b/projects/medical/2d_image/infrared_reflectance_imaging/ravir/datasets/ravir_dataset.py new file mode 100755 index 0000000000..c9e0a8ed21 --- /dev/null +++ b/projects/medical/2d_image/infrared_reflectance_imaging/ravir/datasets/ravir_dataset.py @@ -0,0 +1,28 @@ +from mmseg.datasets import BaseSegDataset +from mmseg.registry import DATASETS + + +@DATASETS.register_module() +class RAVIRDataset(BaseSegDataset): + """RAVIRDataset dataset. + + In segmentation map annotation for RAVIRDataset, 0 stands for background, + which is included in 3 categories. ``reduce_zero_label`` is fixed to + False. The ``img_suffix`` is fixed to '.png' and ``seg_map_suffix`` is + fixed to '.png'. + Args: + img_suffix (str): Suffix of images. Default: '.png' + seg_map_suffix (str): Suffix of segmentation maps. Default: '.png' + """ + METAINFO = dict(classes=('background', 'artery', 'vein')) + + def __init__(self, + img_suffix='.png', + seg_map_suffix='.png', + reduce_zero_label=False, + **kwargs) -> None: + super().__init__( + img_suffix=img_suffix, + seg_map_suffix=seg_map_suffix, + reduce_zero_label=reduce_zero_label, + **kwargs) diff --git a/projects/medical/2d_image/infrared_reflectance_imaging/ravir/tools/prepare_dataset.py b/projects/medical/2d_image/infrared_reflectance_imaging/ravir/tools/prepare_dataset.py new file mode 100644 index 0000000000..068dcad814 --- /dev/null +++ b/projects/medical/2d_image/infrared_reflectance_imaging/ravir/tools/prepare_dataset.py @@ -0,0 +1,33 @@ +import glob +import os + +import numpy as np +from PIL import Image +from tqdm import tqdm + +# map = {255:2, 128:1, 0:0} + +os.makedirs('data/ravir/images/train', exist_ok=True) +os.makedirs('data/ravir/images/test', exist_ok=True) +os.makedirs('data/ravir/masks/train', exist_ok=True) + +os.system( + r'cp data/ravir/RAVIR\ Dataset/train/training_images/* data/ravir/images/train' # noqa +) +os.system( + r'cp data/ravir/RAVIR\ Dataset/train/training_masks/* data/ravir/masks/train' # noqa +) +os.system(r'cp data/ravir/RAVIR\ Dataset/test/* data/ravir/images/test') + +os.system(r'rm -rf data/ravir/RAVIR\ Dataset') + +imgs = glob.glob(os.path.join('data/ravir/masks/train', '*.png')) + +for im_path in tqdm(imgs): + im = Image.open(im_path) + imn = np.array(im) + imn[imn == 255] = 2 + imn[imn == 128] = 1 + imn[imn == 0] = 0 + new_im = Image.fromarray(imn) + new_im.save(im_path) diff --git a/projects/medical/2d_image/microscopy_images/2pm_vessel/README.md b/projects/medical/2d_image/microscopy_images/2pm_vessel/README.md new file mode 100644 index 0000000000..1feb433a31 --- /dev/null +++ b/projects/medical/2d_image/microscopy_images/2pm_vessel/README.md @@ -0,0 +1,153 @@ +# 2-PM Vessel Dataset + +## Description + +This project supports **`2-PM Vessel Dataset`**, which can be downloaded from [here](https://opendatalab.org.cn/2-PM_Vessel_Dataset). + +### Dataset Overview + +An open-source volumetric brain vasculature dataset obtained with two-photon microscopy at Focused Ultrasound Lab, at Sunnybrook Research Institute (affiliated with University of Toronto by Dr. Alison Burgess, Charissa Poon and Marc Santos). + +The dataset contains a total of 12 volumetric stacks consisting images of mouse brain vasculature and tumor vasculature. + +### Information Statistics + +| Dataset Name | Anatomical Region | Task Type | Modality | Num. Classes | Train/Val/Test Images | Train/Val/Test Labeled | Release Date | License | +| ------------------------------------------------------------ | ----------------- | ------------ | ----------------- | ------------ | --------------------- | ---------------------- | ------------ | ------------------------------------------------------------- | +| [2pm_vessel](https://opendatalab.org.cn/2-PM_Vessel_Dataset) | vessel | segmentation | microscopy_images | 2 | 216/-/- | yes/-/- | 2021 | [CC0 1.0](https://creativecommons.org/publicdomain/zero/1.0/) | + +| Class Name | Num. Train | Pct. Train | Num. Val | Pct. Val | Num. Test | Pct. Test | +| :--------: | :--------: | :--------: | :------: | :------: | :-------: | :-------: | +| background | 216 | 85.78 | - | - | - | - | +| vessel | 180 | 14.22 | - | - | - | - | + +Note: + +- `Pct` means percentage of pixels in this category in all pixels. + +### Visualization + +![2pmv](https://raw.githubusercontent.com/uni-medical/medical-datasets-visualization/main/2d/semantic_seg/histopathology/2pm_vessel/2pm_vessel_dataset.png?raw=true) + +### Dataset Citation + +``` +@article{teikari2016deep, + title={Deep learning convolutional networks for multiphoton microscopy vasculature segmentation}, + author={Teikari, Petteri and Santos, Marc and Poon, Charissa and Hynynen, Kullervo}, + journal={arXiv preprint arXiv:1606.02382}, + year={2016} +} +``` + +### Prerequisites + +- Python v3.8 +- PyTorch v1.10.0 +- pillow(PIL) v9.3.0 +- scikit-learn(sklearn) v1.2.0 +- [MIM](https://github.com/open-mmlab/mim) v0.3.4 +- [MMCV](https://github.com/open-mmlab/mmcv) v2.0.0rc4 +- [MMEngine](https://github.com/open-mmlab/mmengine) v0.2.0 or higher +- [MMSegmentation](https://github.com/open-mmlab/mmsegmentation) v1.0.0rc5 + +All the commands below rely on the correct configuration of `PYTHONPATH`, which should point to the project's directory so that Python can locate the module files. In `2pm_vessel/` root directory, run the following line to add the current directory to `PYTHONPATH`: + +```shell +export PYTHONPATH=`pwd`:$PYTHONPATH +``` + +### Dataset Preparing + +- download dataset from [here](https://opendatalab.org.cn/2-PM_Vessel_Dataset) and decompress data to path `'data/'`. +- run script `"python tools/prepare_dataset.py"` to format data and change folder structure as below. +- run script `"python ../../tools/split_seg_dataset.py"` to split dataset and generate `train.txt`, `val.txt` and `test.txt`. If the label of official validation set and test set can't be obtained, we generate `train.txt` and `val.txt` from the training set randomly. + +```shell +mkdir data & cd data +pip install opendatalab +odl get 2-PM_Vessel_Dataset +cd .. +python tools/prepare_dataset.py +python ../../tools/split_seg_dataset.py +``` + +```none + mmsegmentation + ├── mmseg + ├── projects + │ ├── medical + │ │ ├── 2d_image + │ │ │ ├── microscopy_images + │ │ │ │ ├── 2pm_vessel + │ │ │ │ │ ├── configs + │ │ │ │ │ ├── datasets + │ │ │ │ │ ├── tools + │ │ │ │ │ ├── data + │ │ │ │ │ │ ├── train.txt + │ │ │ │ │ │ ├── val.txt + │ │ │ │ │ │ ├── images + │ │ │ │ │ │ │ ├── train + │ │ │ │ | │ │ │ ├── xxx.png + │ │ │ │ | │ │ │ ├── ... + │ │ │ │ | │ │ │ └── xxx.png + │ │ │ │ │ │ ├── masks + │ │ │ │ │ │ │ ├── train + │ │ │ │ | │ │ │ ├── xxx.png + │ │ │ │ | │ │ │ ├── ... + │ │ │ │ | │ │ │ └── xxx.png + +``` + +### Divided Dataset Information + +***Note: The table information below is divided by ourselves.*** + +| Class Name | Num. Train | Pct. Train | Num. Val | Pct. Val | Num. Test | Pct. Test | +| :--------: | :--------: | :--------: | :------: | :------: | :-------: | :-------: | +| background | 172 | 85.88 | 44 | 85.4 | - | - | +| vessel | 142 | 14.12 | 38 | 14.6 | - | - | + +### Training commands + +To train models on a single server with one GPU. (default) + +```shell +mim train mmseg ./configs/${CONFIG_FILE} +``` + +### Testing commands + +To test models on a single server with one GPU. (default) + +```shell +mim test mmseg ./configs/${CONFIG_FILE} --checkpoint ${CHECKPOINT_PATH} +``` + + + +## Checklist + +- [x] Milestone 1: PR-ready, and acceptable to be one of the `projects/`. + + - [x] Finish the code + - [x] Basic docstrings & proper citation + - [ ] Test-time correctness + - [x] A full README + +- [ ] Milestone 2: Indicates a successful model implementation. + + - [ ] Training-time correctness + +- [ ] Milestone 3: Good to be a part of our core package! + + - [ ] Type hints and docstrings + - [ ] Unit tests + - [ ] Code polishing + - [ ] Metafile.yml + +- [ ] Move your modules into the core package following the codebase's file hierarchy structure. + +- [ ] Refactor your modules into the core package following the codebase's file hierarchy structure. diff --git a/projects/medical/2d_image/microscopy_images/2pm_vessel/configs/2pm-vessel_512x512.py b/projects/medical/2d_image/microscopy_images/2pm_vessel/configs/2pm-vessel_512x512.py new file mode 100644 index 0000000000..124403fa97 --- /dev/null +++ b/projects/medical/2d_image/microscopy_images/2pm_vessel/configs/2pm-vessel_512x512.py @@ -0,0 +1,42 @@ +dataset_type = 'TwoPMVesselDataset' +data_root = 'data/' +img_scale = (512, 512) +train_pipeline = [ + dict(type='LoadImageFromFile'), + dict(type='LoadAnnotations'), + dict(type='Resize', scale=img_scale, keep_ratio=False), + dict(type='RandomFlip', prob=0.5), + dict(type='PhotoMetricDistortion'), + dict(type='PackSegInputs') +] +test_pipeline = [ + dict(type='LoadImageFromFile'), + dict(type='Resize', scale=img_scale, keep_ratio=False), + dict(type='LoadAnnotations'), + dict(type='PackSegInputs') +] +train_dataloader = dict( + batch_size=16, + num_workers=4, + persistent_workers=True, + sampler=dict(type='InfiniteSampler', shuffle=True), + dataset=dict( + type=dataset_type, + data_root=data_root, + ann_file='train.txt', + data_prefix=dict(img_path='images/', seg_map_path='masks/'), + pipeline=train_pipeline)) +val_dataloader = dict( + batch_size=1, + num_workers=4, + persistent_workers=True, + sampler=dict(type='DefaultSampler', shuffle=False), + dataset=dict( + type=dataset_type, + data_root=data_root, + ann_file='val.txt', + data_prefix=dict(img_path='images/', seg_map_path='masks/'), + pipeline=test_pipeline)) +test_dataloader = val_dataloader +val_evaluator = dict(type='IoUMetric', iou_metrics=['mIoU', 'mDice']) +test_evaluator = dict(type='IoUMetric', iou_metrics=['mIoU', 'mDice']) diff --git a/projects/medical/2d_image/microscopy_images/2pm_vessel/configs/fcn-unet-s5-d16_unet_1xb16-0.0001-20k_2pm-vessel-512x512.py b/projects/medical/2d_image/microscopy_images/2pm_vessel/configs/fcn-unet-s5-d16_unet_1xb16-0.0001-20k_2pm-vessel-512x512.py new file mode 100644 index 0000000000..2a429e9068 --- /dev/null +++ b/projects/medical/2d_image/microscopy_images/2pm_vessel/configs/fcn-unet-s5-d16_unet_1xb16-0.0001-20k_2pm-vessel-512x512.py @@ -0,0 +1,17 @@ +_base_ = [ + 'mmseg::_base_/models/fcn_unet_s5-d16.py', './2pm-vessel_512x512.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.2pm-vessel_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.0001) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict(num_classes=2), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/microscopy_images/2pm_vessel/configs/fcn-unet-s5-d16_unet_1xb16-0.001-20k_2pm-vessel-512x512.py b/projects/medical/2d_image/microscopy_images/2pm_vessel/configs/fcn-unet-s5-d16_unet_1xb16-0.001-20k_2pm-vessel-512x512.py new file mode 100644 index 0000000000..10d9bb82f2 --- /dev/null +++ b/projects/medical/2d_image/microscopy_images/2pm_vessel/configs/fcn-unet-s5-d16_unet_1xb16-0.001-20k_2pm-vessel-512x512.py @@ -0,0 +1,17 @@ +_base_ = [ + 'mmseg::_base_/models/fcn_unet_s5-d16.py', './2pm-vessel_512x512.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.2pm-vessel_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.001) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict(num_classes=2), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/microscopy_images/2pm_vessel/configs/fcn-unet-s5-d16_unet_1xb16-0.01-20k_2pm-vessel-512x512.py b/projects/medical/2d_image/microscopy_images/2pm_vessel/configs/fcn-unet-s5-d16_unet_1xb16-0.01-20k_2pm-vessel-512x512.py new file mode 100644 index 0000000000..65c1579ec7 --- /dev/null +++ b/projects/medical/2d_image/microscopy_images/2pm_vessel/configs/fcn-unet-s5-d16_unet_1xb16-0.01-20k_2pm-vessel-512x512.py @@ -0,0 +1,17 @@ +_base_ = [ + 'mmseg::_base_/models/fcn_unet_s5-d16.py', './2pm-vessel_512x512.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.2pm-vessel_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.01) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict(num_classes=2), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/microscopy_images/2pm_vessel/configs/fcn-unet-s5-d16_unet_1xb16-0.01lr-sigmoid-20k_bactteria-detection-512x512.py b/projects/medical/2d_image/microscopy_images/2pm_vessel/configs/fcn-unet-s5-d16_unet_1xb16-0.01lr-sigmoid-20k_bactteria-detection-512x512.py new file mode 100644 index 0000000000..91ed6ada3f --- /dev/null +++ b/projects/medical/2d_image/microscopy_images/2pm_vessel/configs/fcn-unet-s5-d16_unet_1xb16-0.01lr-sigmoid-20k_bactteria-detection-512x512.py @@ -0,0 +1,18 @@ +_base_ = [ + 'mmseg::_base_/models/fcn_unet_s5-d16.py', './2pm-vessel_512x512.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.2pm-vessel_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.01) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict( + num_classes=2, loss_decode=dict(use_sigmoid=True), out_channels=1), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/microscopy_images/2pm_vessel/datasets/2pm-vessel_dataset.py b/projects/medical/2d_image/microscopy_images/2pm_vessel/datasets/2pm-vessel_dataset.py new file mode 100644 index 0000000000..984b5a1361 --- /dev/null +++ b/projects/medical/2d_image/microscopy_images/2pm_vessel/datasets/2pm-vessel_dataset.py @@ -0,0 +1,31 @@ +from mmseg.datasets import BaseSegDataset +from mmseg.registry import DATASETS + + +@DATASETS.register_module() +class TwoPMVesselDataset(BaseSegDataset): + """TwoPMVesselDataset dataset. + + In segmentation map annotation for TwoPMVesselDataset, + 0 stands for background, which is included in 2 categories. + ``reduce_zero_label`` is fixed to False. The ``img_suffix`` + is fixed to '.png' and ``seg_map_suffix`` is fixed to '.png'. + + Args: + img_suffix (str): Suffix of images. Default: '.png' + seg_map_suffix (str): Suffix of segmentation maps. Default: '.png' + reduce_zero_label (bool): Whether to mark label zero as ignored. + Default to False. + """ + METAINFO = dict(classes=('background', 'vessel')) + + def __init__(self, + img_suffix='.png', + seg_map_suffix='.png', + reduce_zero_label=False, + **kwargs) -> None: + super().__init__( + img_suffix=img_suffix, + seg_map_suffix=seg_map_suffix, + reduce_zero_label=reduce_zero_label, + **kwargs) diff --git a/projects/medical/2d_image/microscopy_images/2pm_vessel/tools/prepare_dataset.py b/projects/medical/2d_image/microscopy_images/2pm_vessel/tools/prepare_dataset.py new file mode 100644 index 0000000000..1b46af2cad --- /dev/null +++ b/projects/medical/2d_image/microscopy_images/2pm_vessel/tools/prepare_dataset.py @@ -0,0 +1,46 @@ +import os + +import tifffile as tiff +from PIL import Image + +root_path = 'data/' + +image_dir = os.path.join(root_path, + '2-PM_Vessel_Dataset/raw/vesselNN_dataset/denoised') +label_dir = os.path.join(root_path, + '2-PM_Vessel_Dataset/raw/vesselNN_dataset/labels') +tgt_img_train_dir = os.path.join(root_path, 'images/train/') +tgt_mask_train_dir = os.path.join(root_path, 'masks/train/') +os.system('mkdir -p ' + tgt_img_train_dir) +os.system('mkdir -p ' + tgt_mask_train_dir) + + +def filter_suffix(src_dir, suffix): + suffix = '.' + suffix if '.' not in suffix else suffix + file_names = [_ for _ in os.listdir(src_dir) if _.endswith(suffix)] + file_paths = [os.path.join(src_dir, _) for _ in file_names] + return sorted(file_paths), sorted(file_names) + + +if __name__ == '__main__': + + image_path_list, _ = filter_suffix(image_dir, suffix='tif') + label_path_list, _ = filter_suffix(label_dir, suffix='.tif') + + for img_path, label_path in zip(image_path_list, label_path_list): + labels = tiff.imread(label_path) + images = tiff.imread(img_path) + assert labels.ndim == 3 + assert images.shape == labels.shape + name = img_path.split('/')[-1].replace('.tif', '') + # a single .tif file contains multiple slices + # as long as it is read by tifffile package. + for i in range(labels.shape[0]): + slice_name = name + '_' + str(i).rjust(3, '0') + '.png' + image = images[i] + label = labels[i] // 255 + + save_path_label = os.path.join(tgt_mask_train_dir, slice_name) + Image.fromarray(label).save(save_path_label) + save_path_image = os.path.join(tgt_img_train_dir, slice_name) + Image.fromarray(image).convert('RGB').save(save_path_image) diff --git a/projects/medical/2d_image/microscopy_images/bactteria_detection/README.md b/projects/medical/2d_image/microscopy_images/bactteria_detection/README.md new file mode 100644 index 0000000000..1cedda715a --- /dev/null +++ b/projects/medical/2d_image/microscopy_images/bactteria_detection/README.md @@ -0,0 +1,160 @@ +# Bactteria detection with darkfield microscopy + +## Description + +This project supports **`Bactteria detection with darkfield microscopy`**, which can be downloaded from [here](https://tianchi.aliyun.com/dataset/94411). + +### Dataset Overview + +Spirochaeta is a genus of bacteria classified within the phylum Spirochaetes. Included in this dataset are 366 darkfield microscopy images and manually annotated masks which can be used for classification and segmentation purposes. Detecting bacteria in blood could have a huge significance for research in both the medical and computer science field. + +It was gathered and annotated by students (hand-on experience) +It has more than just one targeted class (blood cell and bacteria were annotated) +It is highly imbalanced, so naive loss functions would work less properly + +### Original Statistic Information + +| Dataset name | Anatomical region | Task type | Modality | Num. Classes | Train/Val/Test Images | Train/Val/Test Labeled | Release Date | License | +| --------------------------------------------------------------- | ----------------- | ------------ | ---------- | ------------ | --------------------- | ---------------------- | ------------ | --------------------------------------------------------------- | +| [Bactteria detection](https://tianchi.aliyun.com/dataset/94411) | bacteria | segmentation | microscopy | 3 | 366/-/- | yes/-/- | 2017 | [CC-BY-NC 4.0](https://creativecommons.org/licenses/by-sa/4.0/) | + +| Class Name | Num. Train | Pct. Train | Num. Val | Pct. Val | Num. Test | Pct. Test | +| :----------: | :--------: | :--------: | :------: | :------: | :-------: | :-------: | +| background | 366 | 85.9 | - | - | - | - | +| erythrocytes | 345 | 13.03 | - | - | - | - | +| spirochaete | 288 | 1.07 | - | - | - | - | + +Note: + +- `Pct` means percentage of pixels in this category in all pixels. + +### Visualization + +![bac](https://raw.githubusercontent.com/uni-medical/medical-datasets-visualization/main/2d/semantic_seg/microscopy_images/bactteria_detection/bactteria_detection_dataset.png) + +## Usage + +### Prerequisites + +- Python v3.8 +- PyTorch v1.10.0 +- pillow (PIL) v9.3.0 +- scikit-learn (sklearn) v1.2.0 +- [MIM](https://github.com/open-mmlab/mim) v0.3.4 +- [MMCV](https://github.com/open-mmlab/mmcv) v2.0.0rc4 +- [MMEngine](https://github.com/open-mmlab/mmengine) v0.2.0 or higher +- [MMSegmentation](https://github.com/open-mmlab/mmsegmentation) v1.0.0rc5 + +All the commands below rely on the correct configuration of `PYTHONPATH`, which should point to the project's directory so that Python can locate the module files. In `bactteria_detection/` root directory, run the following line to add the current directory to `PYTHONPATH`: + +```shell +export PYTHONPATH=`pwd`:$PYTHONPATH +``` + +### Dataset Preparing + +- Download dataset from [here](https://tianchi.aliyun.com/dataset/94411) and save it to the `data/` directory . +- Decompress data to path `data/`. This will create a new folder named `data/Bacteria_detection_with_darkfield_microscopy_datasets/`, which contains the original image data. +- run script `python tools/prepare_dataset.py` to format data and change folder structure as below. +- run script `python ../../tools/split_seg_dataset.py` to split dataset. For the Bacteria_detection dataset, as there is no test or validation dataset, we sample 20% samples from the whole dataset as the validation dataset and 80% samples for training data and make two filename lists `train.txt` and `val.txt`. As we set the random seed as the hard code, we eliminated the randomness, the dataset split actually can be reproducible. + +```none + mmsegmentation + ├── mmseg + ├── projects + │ ├── medical + │ │ ├── 2d_image + │ │ │ ├── microscopy_images + │ │ │ │ ├── bactteria_detection + │ │ │ │ │ ├── configs + │ │ │ │ │ ├── datasets + │ │ │ │ │ ├── tools + │ │ │ │ │ ├── data + │ │ │ │ │ │ ├── train.txt + │ │ │ │ │ │ ├── val.txt + │ │ │ │ │ │ ├── Bacteria_detection_with_darkfield_microscopy_datasets + │ │ │ │ │ │ ├── images + │ │ │ │ │ │ │ ├── train + │ │ │ │ | │ │ │ ├── xxx.png + │ │ │ │ | │ │ │ ├── ... + │ │ │ │ | │ │ │ └── xxx.png + │ │ │ │ │ │ ├── masks + │ │ │ │ │ │ │ ├── train + │ │ │ │ | │ │ │ ├── xxx.png + │ │ │ │ | │ │ │ ├── ... + │ │ │ │ | │ │ │ └── xxx.png +``` + +### Divided Dataset Information + +***Note: The table information below is divided by ourselves.*** + +| Class Name | Num. Train | Pct. Train | Num. Val | Pct. Val | Num. Test | Pct. Test | +| :----------: | :--------: | :--------: | :------: | :------: | :-------: | :-------: | +| background | 292 | 85.66 | 74 | 86.7 | - | - | +| erythrocytes | 274 | 13.25 | 71 | 12.29 | - | - | +| spirochaete | 231 | 1.09 | 57 | 1.01 | - | - | + +### Training commands + +Train models on a single server with one GPU. + +```shell +export PYTHONPATH=`pwd`:$PYTHONPATH +mim train mmseg ./configs/${CONFIG_FILE} +``` + +### Testing commands + +Test models on a single server with one GPU. + +```shell +export PYTHONPATH=`pwd`:$PYTHONPATH +mim test mmseg ./configs/${CONFIG_FILE} --checkpoint ${CHECKPOINT_PATH} +``` + + + +## Results + +### Bactteria detection with darkfield microscopy + +***Note: The following experimental results are based on the data randomly partitioned according to the above method described in the dataset preparing section.*** + +| Method | Backbone | Crop Size | lr | mIoU | mDice | config | download | +| :-------------: | :------: | :-------: | :----: | :---: | :---: | :--------------------------------------------------------------------------------------: | :----------------------: | +| fcn_unet_s5-d16 | unet | 512x512 | 0.01 | 76.48 | 84.68 | [config](./configs/fcn-unet-s5-d16_unet_1xb16-0.01-20k_bactteria-detection-512x512.py) | [model](<>) \| [log](<>) | +| fcn_unet_s5-d16 | unet | 512x512 | 0.001 | 61.06 | 63.69 | [config](./configs/fcn-unet-s5-d16_unet_1xb16-0.001-20k_bactteria-detection-512x512.py) | [model](<>) \| [log](<>) | +| fcn_unet_s5-d16 | unet | 512x512 | 0.0001 | 58.87 | 62.42 | [config](./configs/fcn-unet-s5-d16_unet_1xb16-0.0001-20k_bactteria-detection-512x512.py) | [model](<>) \| [log](<>) | + +## Checklist + +- [x] Milestone 1: PR-ready, and acceptable to be one of the `projects/`. + + - [x] Finish the code + + - [x] Basic docstrings & proper citation + + - [x] Test-time correctness + + - [x] A full README + +- [x] Milestone 2: Indicates a successful model implementation. + + - [x] Training-time correctness + +- [ ] Milestone 3: Good to be a part of our core package! + + - [ ] Type hints and docstrings + + - [ ] Unit tests + + - [ ] Code polishing + + - [ ] Metafile.yml + +- [ ] Move your modules into the core package following the codebase's file hierarchy structure. + +- [ ] Refactor your modules into the core package following the codebase's file hierarchy structure. diff --git a/projects/medical/2d_image/microscopy_images/bactteria_detection/configs/bactteria-detection_512x512.py b/projects/medical/2d_image/microscopy_images/bactteria_detection/configs/bactteria-detection_512x512.py new file mode 100644 index 0000000000..e3eab4e386 --- /dev/null +++ b/projects/medical/2d_image/microscopy_images/bactteria_detection/configs/bactteria-detection_512x512.py @@ -0,0 +1,42 @@ +dataset_type = 'BactteriaDetectionDataset' +data_root = 'data/' +img_scale = (512, 512) +train_pipeline = [ + dict(type='LoadImageFromFile'), + dict(type='LoadAnnotations'), + dict(type='Resize', scale=img_scale, keep_ratio=False), + dict(type='RandomFlip', prob=0.5), + dict(type='PhotoMetricDistortion'), + dict(type='PackSegInputs') +] +test_pipeline = [ + dict(type='LoadImageFromFile'), + dict(type='Resize', scale=img_scale, keep_ratio=False), + dict(type='LoadAnnotations'), + dict(type='PackSegInputs') +] +train_dataloader = dict( + batch_size=16, + num_workers=4, + persistent_workers=True, + sampler=dict(type='InfiniteSampler', shuffle=True), + dataset=dict( + type=dataset_type, + data_root=data_root, + ann_file='train.txt', + data_prefix=dict(img_path='images/', seg_map_path='masks/'), + pipeline=train_pipeline)) +val_dataloader = dict( + batch_size=1, + num_workers=4, + persistent_workers=True, + sampler=dict(type='DefaultSampler', shuffle=False), + dataset=dict( + type=dataset_type, + data_root=data_root, + ann_file='val.txt', + data_prefix=dict(img_path='images/', seg_map_path='masks/'), + pipeline=test_pipeline)) +test_dataloader = val_dataloader +val_evaluator = dict(type='IoUMetric', iou_metrics=['mIoU', 'mDice']) +test_evaluator = dict(type='IoUMetric', iou_metrics=['mIoU', 'mDice']) diff --git a/projects/medical/2d_image/microscopy_images/bactteria_detection/configs/fcn-unet-s5-d16_unet_1xb16-0.0001-20k_bactteria-detection-512x512.py b/projects/medical/2d_image/microscopy_images/bactteria_detection/configs/fcn-unet-s5-d16_unet_1xb16-0.0001-20k_bactteria-detection-512x512.py new file mode 100644 index 0000000000..ede58d785c --- /dev/null +++ b/projects/medical/2d_image/microscopy_images/bactteria_detection/configs/fcn-unet-s5-d16_unet_1xb16-0.0001-20k_bactteria-detection-512x512.py @@ -0,0 +1,18 @@ +_base_ = [ + './bactteria-detection_512x512.py', + 'mmseg::_base_/models/fcn_unet_s5-d16.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.bactteria-detection_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.0001) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict(num_classes=3), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/microscopy_images/bactteria_detection/configs/fcn-unet-s5-d16_unet_1xb16-0.001-20k_bactteria-detection-512x512.py b/projects/medical/2d_image/microscopy_images/bactteria_detection/configs/fcn-unet-s5-d16_unet_1xb16-0.001-20k_bactteria-detection-512x512.py new file mode 100644 index 0000000000..bde3fa14ac --- /dev/null +++ b/projects/medical/2d_image/microscopy_images/bactteria_detection/configs/fcn-unet-s5-d16_unet_1xb16-0.001-20k_bactteria-detection-512x512.py @@ -0,0 +1,18 @@ +_base_ = [ + './bactteria-detection_512x512.py', + 'mmseg::_base_/models/fcn_unet_s5-d16.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.bactteria-detection_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.001) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict(num_classes=3), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/microscopy_images/bactteria_detection/configs/fcn-unet-s5-d16_unet_1xb16-0.01-20k_bactteria-detection-512x512.py b/projects/medical/2d_image/microscopy_images/bactteria_detection/configs/fcn-unet-s5-d16_unet_1xb16-0.01-20k_bactteria-detection-512x512.py new file mode 100644 index 0000000000..08e204f380 --- /dev/null +++ b/projects/medical/2d_image/microscopy_images/bactteria_detection/configs/fcn-unet-s5-d16_unet_1xb16-0.01-20k_bactteria-detection-512x512.py @@ -0,0 +1,18 @@ +_base_ = [ + './bactteria-detection_512x512.py', + 'mmseg::_base_/models/fcn_unet_s5-d16.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.bactteria-detection_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.01) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict(num_classes=3), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/microscopy_images/bactteria_detection/datasets/bactteria-detection_dataset.py b/projects/medical/2d_image/microscopy_images/bactteria_detection/datasets/bactteria-detection_dataset.py new file mode 100644 index 0000000000..c95097b1ac --- /dev/null +++ b/projects/medical/2d_image/microscopy_images/bactteria_detection/datasets/bactteria-detection_dataset.py @@ -0,0 +1,27 @@ +from mmseg.datasets import BaseSegDataset +from mmseg.registry import DATASETS + + +@DATASETS.register_module() +class BactteriaDetectionDataset(BaseSegDataset): + """BactteriaDetectionDataset dataset. + + In segmentation map annotation for BactteriaDetectionDataset, + ``reduce_zero_label`` is fixed to False. The ``img_suffix`` + is fixed to '.png' and ``seg_map_suffix`` is fixed to '.png'. + + Args: + img_suffix (str): Suffix of images. Default: '.png' + seg_map_suffix (str): Suffix of segmentation maps. Default: '.png' + """ + METAINFO = dict(classes=('background', 'erythrocytes', 'spirochaete')) + + def __init__(self, + img_suffix='.png', + seg_map_suffix='.png', + **kwargs) -> None: + super().__init__( + img_suffix=img_suffix, + seg_map_suffix=seg_map_suffix, + reduce_zero_label=False, + **kwargs) diff --git a/projects/medical/2d_image/microscopy_images/bactteria_detection/tools/prepare_dataset.py b/projects/medical/2d_image/microscopy_images/bactteria_detection/tools/prepare_dataset.py new file mode 100755 index 0000000000..8dcc719e26 --- /dev/null +++ b/projects/medical/2d_image/microscopy_images/bactteria_detection/tools/prepare_dataset.py @@ -0,0 +1,33 @@ +import glob +import os +import shutil + +from PIL import Image + +root_path = 'data/' +img_suffix = '.png' +seg_map_suffix = '.png' +save_img_suffix = '.png' +save_seg_map_suffix = '.png' + +x_train = glob.glob( + 'data/Bacteria_detection_with_darkfield_microscopy_datasets/images/*' + + img_suffix) # noqa + +os.system('mkdir -p ' + root_path + 'images/train/') +os.system('mkdir -p ' + root_path + 'masks/train/') + +part_dir_dict = {0: 'train/'} +for ith, part in enumerate([x_train]): + part_dir = part_dir_dict[ith] + for img in part: + basename = os.path.basename(img) + img_save_path = os.path.join(root_path, 'images', part_dir, + basename.split('.')[0] + save_img_suffix) + shutil.copy(img, img_save_path) + mask_path = 'data/Bacteria_detection_with_darkfield_microscopy_datasets/masks/' + basename # noqa + mask = Image.open(mask_path).convert('L') + mask_save_path = os.path.join( + root_path, 'masks', part_dir, + basename.split('.')[0] + save_seg_map_suffix) + mask.save(mask_save_path) diff --git a/projects/medical/2d_image/tools/split_seg_dataset.py b/projects/medical/2d_image/tools/split_seg_dataset.py new file mode 100644 index 0000000000..9ab2e9282f --- /dev/null +++ b/projects/medical/2d_image/tools/split_seg_dataset.py @@ -0,0 +1,42 @@ +import argparse +import glob +import os + +from sklearn.model_selection import train_test_split + + +def save_anno(img_list, file_path, remove_suffix=True): + if remove_suffix: + img_list = [ + '/'.join(img_path.split('/')[-2:]) for img_path in img_list + ] + img_list = [ + '.'.join(img_path.split('.')[:-1]) for img_path in img_list + ] + with open(file_path, 'w') as file_: + for x in list(img_list): + file_.write(x + '\n') + + +if __name__ == '__main__': + parser = argparse.ArgumentParser() + parser.add_argument('--data_root', default='data/') + args = parser.parse_args() + data_root = args.data_root + if os.path.exists(os.path.join(data_root, 'masks/val')): + x_val = sorted(glob.glob(data_root + '/images/val/*.png')) + save_anno(x_val, data_root + '/val.txt') + if os.path.exists(os.path.join(data_root, 'masks/test')): + x_test = sorted(glob.glob(data_root + '/images/test/*.png')) + save_anno(x_test, data_root + '/test.txt') + if not os.path.exists(os.path.join( + data_root, 'masks/val')) and not os.path.exists( + os.path.join(data_root, 'masks/test')): + all_imgs = sorted(glob.glob(data_root + '/images/train/*.png')) + x_train, x_val = train_test_split( + all_imgs, test_size=0.2, random_state=0) + save_anno(x_train, data_root + '/train.txt') + save_anno(x_val, data_root + '/val.txt') + else: + x_train = sorted(glob.glob(data_root + '/images/train/*.png')) + save_anno(x_train, data_root + '/train.txt') diff --git a/projects/medical/2d_image/x_ray/chest_image_pneum/README.md b/projects/medical/2d_image/x_ray/chest_image_pneum/README.md new file mode 100644 index 0000000000..a1cd27ba45 --- /dev/null +++ b/projects/medical/2d_image/x_ray/chest_image_pneum/README.md @@ -0,0 +1,147 @@ +# Chest Image Dataset for Pneumothorax Segmentation + +## Description + +This project supports **`Chest Image Dataset for Pneumothorax Segmentation`**, which can be downloaded from [here](https://tianchi.aliyun.com/dataset/83075). + +### Dataset Overview + +Pneumothorax can be caused by a blunt chest injury, damage from underlying lung disease, or most horrifying—it may occur for no obvious reason at all. On some occasions, a collapsed lung can be a life-threatening event. +Pneumothorax is usually diagnosed by a radiologist on a chest x-ray, and can sometimes be very difficult to confirm. An accurate AI algorithm to detect pneumothorax would be useful in a lot of clinical scenarios. AI could be used to triage chest radiographs for priority interpretation, or to provide a more confident diagnosis for non-radiologists. + +The dataset is provided by the Society for Imaging Informatics in Medicine(SIIM), American College of Radiology (ACR),Society of Thoracic Radiology (STR) and MD.ai. You can develop a model to classify (and if present, segment) pneumothorax from a set of chest radiographic images. If successful, you could aid in the early recognition of pneumothoraces and save lives. + +### Original Statistic Information + +| Dataset name | Anatomical region | Task type | Modality | Num. Classes | Train/Val/Test Images | Train/Val/Test Labeled | Release Date | License | +| --------------------------------------------------------------------- | ----------------- | ------------ | -------- | ------------ | --------------------- | ---------------------- | ------------ | ------------------------------------------------------------------ | +| [pneumothorax segmentation](https://tianchi.aliyun.com/dataset/83075) | thorax | segmentation | x_ray | 2 | 12089/-/3205 | yes/-/no | - | [CC-BY-SA-NC 4.0](https://creativecommons.org/licenses/by-sa/4.0/) | + +| Class Name | Num. Train | Pct. Train | Num. Val | Pct. Val | Num. Test | Pct. Test | +| :---------------: | :--------: | :--------: | :------: | :------: | :-------: | :-------: | +| normal | 12089 | 99.75 | - | - | - | - | +| pneumothorax area | 2669 | 0.25 | - | - | - | - | + +Note: + +- `Pct` means percentage of pixels in this category in all pixels. + +### Visualization + +![bac](https://raw.githubusercontent.com/uni-medical/medical-datasets-visualization/main/2d/semantic_seg/x_ray/chest_image_pneum/chest_image_pneum_dataset.png) + +### Prerequisites + +- Python v3.8 +- PyTorch v1.10.0 +- [MIM](https://github.com/open-mmlab/mim) v0.3.4 +- [MMCV](https://github.com/open-mmlab/mmcv) v2.0.0rc4 +- [MMEngine](https://github.com/open-mmlab/mmengine) v0.2.0 or higher +- [MMSegmentation](https://github.com/open-mmlab/mmsegmentation) v1.0.0rc5 + +All the commands below rely on the correct configuration of `PYTHONPATH`, which should point to the project's directory so that Python can locate the module files. In `chest_image_pneum/` root directory, run the following line to add the current directory to `PYTHONPATH`: + +```shell +export PYTHONPATH=`pwd`:$PYTHONPATH +``` + +### Dataset preparing + +- download dataset from [here](https://tianchi.aliyun.com/dataset/83075) and decompress data to path `'data/'`. +- run script `"python tools/prepare_dataset.py"` to format data and change folder structure as below. +- run script `"python ../../tools/split_seg_dataset.py"` to split dataset and generate `train.txt`, `val.txt` and `test.txt`. If the label of official validation set and test set can't be obtained, we generate `train.txt` and `val.txt` from the training set randomly. + +```none + mmsegmentation + ├── mmseg + ├── projects + │ ├── medical + │ │ ├── 2d_image + │ │ │ ├── x_ray + │ │ │ │ ├── chest_image_pneum + │ │ │ │ │ ├── configs + │ │ │ │ │ ├── datasets + │ │ │ │ │ ├── tools + │ │ │ │ │ ├── data + │ │ │ │ │ │ ├── train.txt + │ │ │ │ │ │ ├── test.txt + │ │ │ │ │ │ ├── images + │ │ │ │ │ │ │ ├── train + │ │ │ │ | │ │ │ ├── xxx.png + │ │ │ │ | │ │ │ ├── ... + │ │ │ │ | │ │ │ └── xxx.png + │ │ │ │ │ │ ├── masks + │ │ │ │ │ │ │ ├── train + │ │ │ │ | │ │ │ ├── xxx.png + │ │ │ │ | │ │ │ ├── ... + │ │ │ │ | │ │ │ └── xxx.png +``` + +### Divided Dataset Information + +***Note: The table information below is divided by ourselves.*** + +| Class Name | Num. Train | Pct. Train | Num. Val | Pct. Val | Num. Test | Pct. Test | +| :---------------: | :--------: | :--------: | :------: | :------: | :-------: | :-------: | +| normal | 9637 | 99.75 | 2410 | 99.74 | - | - | +| pneumothorax area | 2137 | 0.25 | 532 | 0.26 | - | - | + +### Training commands + +Train models on a single server with one GPU. + +```shell +mim train mmseg ./configs/${CONFIG_FILE} +``` + +### Testing commands + +Test models on a single server with one GPU. + +```shell +mim test mmseg ./configs/${CONFIG_FILE} --checkpoint ${CHECKPOINT_PATH} +``` + + + +## Results + +### Bactteria detection with darkfield microscopy + +| Method | Backbone | Crop Size | lr | mIoU | mDice | config | download | +| :-------------: | :------: | :-------: | :----: | :--: | :---: | :------------------------------------------------------------------------------------: | :----------------------: | +| fcn_unet_s5-d16 | unet | 512x512 | 0.01 | - | - | [config](./configs/fcn-unet-s5-d16_unet_1xb16-0.01-20k_chest-image-pneum-512x512.py) | [model](<>) \| [log](<>) | +| fcn_unet_s5-d16 | unet | 512x512 | 0.001 | - | - | [config](./configs/fcn-unet-s5-d16_unet_1xb16-0.001-20k_chest-image-pneum-512x512.py) | [model](<>) \| [log](<>) | +| fcn_unet_s5-d16 | unet | 512x512 | 0.0001 | - | - | [config](./configs/fcn-unet-s5-d16_unet_1xb16-0.0001-20k_chest-image-pneum-512x512.py) | [model](<>) \| [log](<>) | + +## Checklist + +- [x] Milestone 1: PR-ready, and acceptable to be one of the `projects/`. + + - [x] Finish the code + + - [x] Basic docstrings & proper citation + + - [x] Test-time correctness + + - [x] A full README + +- [x] Milestone 2: Indicates a successful model implementation. + + - [x] Training-time correctness + +- [ ] Milestone 3: Good to be a part of our core package! + + - [ ] Type hints and docstrings + + - [ ] Unit tests + + - [ ] Code polishing + + - [ ] Metafile.yml + +- [ ] Move your modules into the core package following the codebase's file hierarchy structure. + +- [ ] Refactor your modules into the core package following the codebase's file hierarchy structure. diff --git a/projects/medical/2d_image/x_ray/chest_image_pneum/configs/chest-image-pneum_512x512.py b/projects/medical/2d_image/x_ray/chest_image_pneum/configs/chest-image-pneum_512x512.py new file mode 100644 index 0000000000..411229bd41 --- /dev/null +++ b/projects/medical/2d_image/x_ray/chest_image_pneum/configs/chest-image-pneum_512x512.py @@ -0,0 +1,42 @@ +dataset_type = 'ChestImagePneumDataset' +data_root = 'data/' +img_scale = (512, 512) +train_pipeline = [ + dict(type='LoadImageFromFile'), + dict(type='LoadAnnotations'), + dict(type='Resize', scale=img_scale, keep_ratio=False), + dict(type='RandomFlip', prob=0.5), + dict(type='PhotoMetricDistortion'), + dict(type='PackSegInputs') +] +test_pipeline = [ + dict(type='LoadImageFromFile'), + dict(type='Resize', scale=img_scale, keep_ratio=False), + dict(type='LoadAnnotations'), + dict(type='PackSegInputs') +] +train_dataloader = dict( + batch_size=16, + num_workers=4, + persistent_workers=True, + sampler=dict(type='InfiniteSampler', shuffle=True), + dataset=dict( + type=dataset_type, + data_root=data_root, + ann_file='train.txt', + data_prefix=dict(img_path='images/', seg_map_path='masks/'), + pipeline=train_pipeline)) +val_dataloader = dict( + batch_size=1, + num_workers=4, + persistent_workers=True, + sampler=dict(type='DefaultSampler', shuffle=False), + dataset=dict( + type=dataset_type, + data_root=data_root, + ann_file='val.txt', + data_prefix=dict(img_path='images/', seg_map_path='masks/'), + pipeline=test_pipeline)) +test_dataloader = val_dataloader +val_evaluator = dict(type='IoUMetric', iou_metrics=['mIoU', 'mDice']) +test_evaluator = dict(type='IoUMetric', iou_metrics=['mIoU', 'mDice']) diff --git a/projects/medical/2d_image/x_ray/chest_image_pneum/configs/fcn-unet-s5-d16_unet_1xb16-0.0001-20k_chest-image-pneum-512x512.py b/projects/medical/2d_image/x_ray/chest_image_pneum/configs/fcn-unet-s5-d16_unet_1xb16-0.0001-20k_chest-image-pneum-512x512.py new file mode 100644 index 0000000000..0f26459467 --- /dev/null +++ b/projects/medical/2d_image/x_ray/chest_image_pneum/configs/fcn-unet-s5-d16_unet_1xb16-0.0001-20k_chest-image-pneum-512x512.py @@ -0,0 +1,18 @@ +_base_ = [ + './chest-image-pneum_512x512.py', + 'mmseg::_base_/models/fcn_unet_s5-d16.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.chest-image-pneum_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.0001) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict(num_classes=2), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/x_ray/chest_image_pneum/configs/fcn-unet-s5-d16_unet_1xb16-0.001-20k_chest-image-pneum-512x512.py b/projects/medical/2d_image/x_ray/chest_image_pneum/configs/fcn-unet-s5-d16_unet_1xb16-0.001-20k_chest-image-pneum-512x512.py new file mode 100644 index 0000000000..37b91889d8 --- /dev/null +++ b/projects/medical/2d_image/x_ray/chest_image_pneum/configs/fcn-unet-s5-d16_unet_1xb16-0.001-20k_chest-image-pneum-512x512.py @@ -0,0 +1,18 @@ +_base_ = [ + './chest-image-pneum_512x512.py', + 'mmseg::_base_/models/fcn_unet_s5-d16.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.chest-image-pneum_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.001) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict(num_classes=2), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/x_ray/chest_image_pneum/configs/fcn-unet-s5-d16_unet_1xb16-0.01-20k_chest-image-pneum-512x512.py b/projects/medical/2d_image/x_ray/chest_image_pneum/configs/fcn-unet-s5-d16_unet_1xb16-0.01-20k_chest-image-pneum-512x512.py new file mode 100644 index 0000000000..379e8181f3 --- /dev/null +++ b/projects/medical/2d_image/x_ray/chest_image_pneum/configs/fcn-unet-s5-d16_unet_1xb16-0.01-20k_chest-image-pneum-512x512.py @@ -0,0 +1,18 @@ +_base_ = [ + './chest-image-pneum_512x512.py', + 'mmseg::_base_/models/fcn_unet_s5-d16.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.chest-image-pneum_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.01) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict(num_classes=2), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/x_ray/chest_image_pneum/datasets/chest-image-pneum_dataset.py b/projects/medical/2d_image/x_ray/chest_image_pneum/datasets/chest-image-pneum_dataset.py new file mode 100644 index 0000000000..aeee60ae92 --- /dev/null +++ b/projects/medical/2d_image/x_ray/chest_image_pneum/datasets/chest-image-pneum_dataset.py @@ -0,0 +1,27 @@ +from mmseg.datasets import BaseSegDataset +from mmseg.registry import DATASETS + + +@DATASETS.register_module() +class ChestImagePneumDataset(BaseSegDataset): + """ChestImagePneumDataset dataset. + + In segmentation map annotation for ChestImagePneumDataset, + ``reduce_zero_label`` is fixed to False. The ``img_suffix`` + is fixed to '.png' and ``seg_map_suffix`` is fixed to '.png'. + + Args: + img_suffix (str): Suffix of images. Default: '.png' + seg_map_suffix (str): Suffix of segmentation maps. Default: '.png' + """ + METAINFO = dict(classes=('normal', 'pneumothorax area')) + + def __init__(self, + img_suffix='.png', + seg_map_suffix='.png', + **kwargs) -> None: + super().__init__( + img_suffix=img_suffix, + seg_map_suffix=seg_map_suffix, + reduce_zero_label=False, + **kwargs) diff --git a/projects/medical/2d_image/x_ray/chest_image_pneum/tools/prepare_dataset.py b/projects/medical/2d_image/x_ray/chest_image_pneum/tools/prepare_dataset.py new file mode 100755 index 0000000000..47eddc96dc --- /dev/null +++ b/projects/medical/2d_image/x_ray/chest_image_pneum/tools/prepare_dataset.py @@ -0,0 +1,73 @@ +import os + +import numpy as np +import pandas as pd +import pydicom +from PIL import Image + +root_path = 'data/' +img_suffix = '.dcm' +seg_map_suffix = '.png' +save_img_suffix = '.png' +save_seg_map_suffix = '.png' + +x_train = [] +for fpath, dirname, fnames in os.walk('data/chestimage_train_datasets'): + for fname in fnames: + if fname.endswith('.dcm'): + x_train.append(os.path.join(fpath, fname)) +x_test = [] +for fpath, dirname, fnames in os.walk('data/chestimage_test_datasets/'): + for fname in fnames: + if fname.endswith('.dcm'): + x_test.append(os.path.join(fpath, fname)) + +os.system('mkdir -p ' + root_path + 'images/train/') +os.system('mkdir -p ' + root_path + 'images/test/') +os.system('mkdir -p ' + root_path + 'masks/train/') + + +def rle_decode(rle, width, height): + mask = np.zeros(width * height, dtype=np.uint8) + array = np.asarray([int(x) for x in rle.split()]) + starts = array[0::2] + lengths = array[1::2] + + current_position = 0 + for index, start in enumerate(starts): + current_position += start + mask[current_position:current_position + lengths[index]] = 1 + current_position += lengths[index] + + return mask.reshape(width, height, order='F') + + +part_dir_dict = {0: 'train/', 1: 'test/'} +dict_from_csv = pd.read_csv( + root_path + 'chestimage_train-rle_datasets.csv', sep=',', + index_col=0).to_dict()[' EncodedPixels'] + +for ith, part in enumerate([x_train, x_test]): + part_dir = part_dir_dict[ith] + for img in part: + basename = os.path.basename(img) + img_id = '.'.join(basename.split('.')[:-1]) + if ith == 0 and (img_id not in dict_from_csv.keys()): + continue + image = pydicom.read_file(img).pixel_array + save_img_path = root_path + 'images/' + part_dir + '.'.join( + basename.split('.')[:-1]) + save_img_suffix + print(save_img_path) + img_h, img_w = image.shape[:2] + image = Image.fromarray(image) + image.save(save_img_path) + if ith == 1: + continue + if dict_from_csv[img_id] == '-1': + mask = np.zeros((img_h, img_w), dtype=np.uint8) + else: + mask = rle_decode(dict_from_csv[img_id], img_h, img_w) + save_mask_path = root_path + 'masks/' + part_dir + '.'.join( + basename.split('.')[:-1]) + save_seg_map_suffix + mask = Image.fromarray(mask) + mask.save(save_mask_path) diff --git a/projects/medical/2d_image/x_ray/chest_x_ray_images_with_pneumothorax_masks/README.md b/projects/medical/2d_image/x_ray/chest_x_ray_images_with_pneumothorax_masks/README.md new file mode 100644 index 0000000000..7cb099c8a4 --- /dev/null +++ b/projects/medical/2d_image/x_ray/chest_x_ray_images_with_pneumothorax_masks/README.md @@ -0,0 +1,119 @@ +# Chest X-ray Images with Pneumothorax Masks + +## Description + +This project support **`Chest X-ray Images with Pneumothorax Masks `**, and the dataset used in this project can be downloaded from [here](https://www.kaggle.com/datasets/vbookshelf/pneumothorax-chest-xray-images-and-masks). + +### Dataset Overview + +A pneumothorax (noo-moe-THOR-aks) is a collapsed lung. A pneumothorax occurs when air leaks into the space between your lung and chest wall. This air pushes on the outside of your lung and makes it collapse. Pneumothorax can be a complete lung collapse or a collapse of only a portion of the lung. + +A pneumothorax can be caused by a blunt or penetrating chest injury, certain medical procedures, or damage from underlying lung disease. Or it may occur for no obvious reason. Symptoms usually include sudden chest pain and shortness of breath. On some occasions, a collapsed lung can be a life-threatening event. + +Treatment for a pneumothorax usually involves inserting a needle or chest tube between the ribs to remove the excess air. However, a small pneumothorax may heal on its own. + +### Statistic Information + +| Dataset Name | Anatomical Region | Task type | Modality | Num. Classes | Train/Val/Test Images | Train/Val/Test Labeled | Release date | License | +| --------------------------------------------------------------------------------------------------------------------------------- | ----------------- | ------------ | -------- | ------------ | --------------------- | ---------------------- | ------------ | --------------------------------------------------------------- | +| [Chest-x-ray-images-with-pneumothorax-masks](https://www.kaggle.com/datasets/vbookshelf/pneumothorax-chest-xray-images-and-masks) | throax | segmentation | x_ray | 2 | 10675/-/1372 | yes/-/yes | 2020 | [CC-BY-NC 4.0](https://creativecommons.org/licenses/by-sa/4.0/) | + +| Class Name | Num. Train | Pct. Train | Num. Val | Pct. Val | Num. Test | Pct. Test | +| :----------: | :--------: | :--------: | :------: | :------: | :-------: | :-------: | +| background | 10675 | 99.7 | - | - | 1372 | 99.71 | +| pneumothroax | 2379 | 0.3 | - | - | 290 | 0.29 | + +### Visualization + +![chest_x_ray_images_with_pneumothorax_masks](https://raw.githubusercontent.com/uni-medical/medical-datasets-visualization/main/2d/semantic_seg/x_ray/chest_x_ray_images_with_pneumothorax_masks/chest_x_ray_images_with_pneumothorax_masks_dataset.png?raw=true) + +### Prerequisites + +- Python 3.8 +- PyTorch 1.10.0 +- pillow(PIL) 9.3.0 +- scikit-learn(sklearn) 1.2.0 +- [MIM](https://github.com/open-mmlab/mim) v0.3.4 +- [MMCV](https://github.com/open-mmlab/mmcv) v2.0.0rc4 +- [MMEngine](https://github.com/open-mmlab/mmengine) v0.2.0 or higher +- [MMSegmentation](https://github.com/open-mmlab/mmsegmentation) v1.0.0rc5 + +All the commands below rely on the correct configuration of PYTHONPATH, which should point to the project's directory so that Python can locate the module files. In chest_x_ray_images_with_pneumothorax_masks/ root directory, run the following line to add the current directory to PYTHONPATH: + +```shell +export PYTHONPATH=`pwd`:$PYTHONPATH +``` + +### Dataset preparing + +- download dataset from [here](https://www.kaggle.com/datasets/vbookshelf/pneumothorax-chest-xray-images-and-masks) and decompression data to path 'data/'. +- run script `"python tools/prepare_dataset.py"` to format data and change folder structure as below. +- run script `"python ../../tools/split_seg_dataset.py"` to split dataset and generate `train.txt`, `val.txt` and `test.txt`. If the label of official validation set and test set cannot be obtained, we generate `train.txt` and `val.txt` from the training set randomly. + +```none + mmsegmentation + ├── mmseg + ├── projects + │ ├── medical + │ │ ├── 2d_image + │ │ │ ├── x_ray + │ │ │ │ ├── chest_x_ray_images_with_pneumothorax_masks + │ │ │ │ │ ├── configs + │ │ │ │ │ ├── datasets + │ │ │ │ │ ├── tools + │ │ │ │ │ ├── data + │ │ │ │ │ │ ├── train.txt + │ │ │ │ │ │ ├── val.txt + │ │ │ │ │ │ ├── images + │ │ │ │ │ │ │ ├── train + │ │ │ │ | │ │ │ ├── xxx.png + │ │ │ │ | │ │ │ ├── ... + │ │ │ │ | │ │ │ └── xxx.png + │ │ │ │ │ │ ├── masks + │ │ │ │ │ │ │ ├── train + │ │ │ │ | │ │ │ ├── xxx.png + │ │ │ │ | │ │ │ ├── ... + │ │ │ │ | │ │ │ └── xxx.png +``` + +### Training commands + +```shell +mim train mmseg ./configs/${CONFIG_PATH} +``` + +To train on multiple GPUs, e.g. 8 GPUs, run the following command: + +```shell +mim train mmseg ./configs/${CONFIG_PATH} --launcher pytorch --gpus 8 +``` + +### Testing commands + +```shell +mim test mmseg ./configs/${CONFIG_PATH} --checkpoint ${CHECKPOINT_PATH} +``` + +## Checklist + +- [x] Milestone 1: PR-ready, and acceptable to be one of the `projects/`. + + - [x] Finish the code + - [x] Basic docstrings & proper citation + - [x] Test-time correctness + - [x] A full README + +- [x] Milestone 2: Indicates a successful model implementation. + + - [x] Training-time correctness + +- [ ] Milestone 3: Good to be a part of our core package! + + - [ ] Type hints and docstrings + - [ ] Unit tests + - [ ] Code polishing + - [ ] Metafile.yml + +- [ ] Move your modules into the core package following the codebase's file hierarchy structure. + +- [ ] Refactor your modules into the core package following the codebase's file hierarchy structure. diff --git a/projects/medical/2d_image/x_ray/chest_x_ray_images_with_pneumothorax_masks/configs/chest-x-ray-images-with-pneumothorax-masks_512x512.py b/projects/medical/2d_image/x_ray/chest_x_ray_images_with_pneumothorax_masks/configs/chest-x-ray-images-with-pneumothorax-masks_512x512.py new file mode 100644 index 0000000000..96676de861 --- /dev/null +++ b/projects/medical/2d_image/x_ray/chest_x_ray_images_with_pneumothorax_masks/configs/chest-x-ray-images-with-pneumothorax-masks_512x512.py @@ -0,0 +1,42 @@ +dataset_type = 'ChestPenumoMaskDataset' +data_root = 'data/' +img_scale = (512, 512) +train_pipeline = [ + dict(type='LoadImageFromFile'), + dict(type='LoadAnnotations'), + dict(type='Resize', scale=img_scale, keep_ratio=False), + dict(type='RandomFlip', prob=0.5), + dict(type='PhotoMetricDistortion'), + dict(type='PackSegInputs') +] +test_pipeline = [ + dict(type='LoadImageFromFile'), + dict(type='Resize', scale=img_scale, keep_ratio=False), + dict(type='LoadAnnotations'), + dict(type='PackSegInputs') +] +train_dataloader = dict( + batch_size=16, + num_workers=4, + persistent_workers=True, + sampler=dict(type='InfiniteSampler', shuffle=True), + dataset=dict( + type=dataset_type, + data_root=data_root, + ann_file='train.txt', + data_prefix=dict(img_path='images/', seg_map_path='masks/'), + pipeline=train_pipeline)) +val_dataloader = dict( + batch_size=1, + num_workers=4, + persistent_workers=True, + sampler=dict(type='DefaultSampler', shuffle=False), + dataset=dict( + type=dataset_type, + data_root=data_root, + ann_file='val.txt', + data_prefix=dict(img_path='images/', seg_map_path='masks/'), + pipeline=test_pipeline)) +test_dataloader = val_dataloader +val_evaluator = dict(type='IoUMetric', iou_metrics=['mIoU', 'mDice']) +test_evaluator = dict(type='IoUMetric', iou_metrics=['mIoU', 'mDice']) diff --git a/projects/medical/2d_image/x_ray/chest_x_ray_images_with_pneumothorax_masks/configs/fcn-unet-s5-d16_unet-{use-sigmoid}_1xb16-0.01-20k_chest-x-ray-images-with-pneumothorax-masks-512x512.py b/projects/medical/2d_image/x_ray/chest_x_ray_images_with_pneumothorax_masks/configs/fcn-unet-s5-d16_unet-{use-sigmoid}_1xb16-0.01-20k_chest-x-ray-images-with-pneumothorax-masks-512x512.py new file mode 100644 index 0000000000..76c214d04c --- /dev/null +++ b/projects/medical/2d_image/x_ray/chest_x_ray_images_with_pneumothorax_masks/configs/fcn-unet-s5-d16_unet-{use-sigmoid}_1xb16-0.01-20k_chest-x-ray-images-with-pneumothorax-masks-512x512.py @@ -0,0 +1,20 @@ +_base_ = [ + 'mmseg::_base_/models/fcn_unet_s5-d16.py', + './chest-x-ray-images-with-pneumothorax-masks_512x512.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict( + imports='datasets.chest-x-ray-images-with-pneumothorax-masks_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.01) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict( + num_classes=2, loss_decode=dict(use_sigmoid=True), out_channels=1), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/x_ray/chest_x_ray_images_with_pneumothorax_masks/configs/fcn-unet-s5-d16_unet_1xb16-0.0001-20k_chest-x-ray-images-with-pneumothorax-masks-512x512.py b/projects/medical/2d_image/x_ray/chest_x_ray_images_with_pneumothorax_masks/configs/fcn-unet-s5-d16_unet_1xb16-0.0001-20k_chest-x-ray-images-with-pneumothorax-masks-512x512.py new file mode 100644 index 0000000000..066996dda9 --- /dev/null +++ b/projects/medical/2d_image/x_ray/chest_x_ray_images_with_pneumothorax_masks/configs/fcn-unet-s5-d16_unet_1xb16-0.0001-20k_chest-x-ray-images-with-pneumothorax-masks-512x512.py @@ -0,0 +1,19 @@ +_base_ = [ + 'mmseg::_base_/models/fcn_unet_s5-d16.py', + './chest-x-ray-images-with-pneumothorax-masks_512x512.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict( + imports='datasets.chest-x-ray-images-with-pneumothorax-masks_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.0001) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict(num_classes=2), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/x_ray/chest_x_ray_images_with_pneumothorax_masks/configs/fcn-unet-s5-d16_unet_1xb16-0.001-20k_chest-x-ray-images-with-pneumothorax-masks-512x512.py b/projects/medical/2d_image/x_ray/chest_x_ray_images_with_pneumothorax_masks/configs/fcn-unet-s5-d16_unet_1xb16-0.001-20k_chest-x-ray-images-with-pneumothorax-masks-512x512.py new file mode 100644 index 0000000000..a7065b8231 --- /dev/null +++ b/projects/medical/2d_image/x_ray/chest_x_ray_images_with_pneumothorax_masks/configs/fcn-unet-s5-d16_unet_1xb16-0.001-20k_chest-x-ray-images-with-pneumothorax-masks-512x512.py @@ -0,0 +1,19 @@ +_base_ = [ + 'mmseg::_base_/models/fcn_unet_s5-d16.py', + './chest-x-ray-images-with-pneumothorax-masks_512x512.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict( + imports='datasets.chest-x-ray-images-with-pneumothorax-masks_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.001) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict(num_classes=2), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/x_ray/chest_x_ray_images_with_pneumothorax_masks/configs/fcn-unet-s5-d16_unet_1xb16-0.01-20k_chest-x-ray-images-with-pneumothorax-masks-512x512.py b/projects/medical/2d_image/x_ray/chest_x_ray_images_with_pneumothorax_masks/configs/fcn-unet-s5-d16_unet_1xb16-0.01-20k_chest-x-ray-images-with-pneumothorax-masks-512x512.py new file mode 100644 index 0000000000..e5682ee76b --- /dev/null +++ b/projects/medical/2d_image/x_ray/chest_x_ray_images_with_pneumothorax_masks/configs/fcn-unet-s5-d16_unet_1xb16-0.01-20k_chest-x-ray-images-with-pneumothorax-masks-512x512.py @@ -0,0 +1,19 @@ +_base_ = [ + 'mmseg::_base_/models/fcn_unet_s5-d16.py', + './chest-x-ray-images-with-pneumothorax-masks_512x512.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict( + imports='datasets.chest-x-ray-images-with-pneumothorax-masks_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.01) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict(num_classes=2), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/x_ray/chest_x_ray_images_with_pneumothorax_masks/datasets/chest-x-ray-images-with-pneumothorax-masks_dataset.py b/projects/medical/2d_image/x_ray/chest_x_ray_images_with_pneumothorax_masks/datasets/chest-x-ray-images-with-pneumothorax-masks_dataset.py new file mode 100644 index 0000000000..d32f597a5a --- /dev/null +++ b/projects/medical/2d_image/x_ray/chest_x_ray_images_with_pneumothorax_masks/datasets/chest-x-ray-images-with-pneumothorax-masks_dataset.py @@ -0,0 +1,31 @@ +from mmseg.datasets import BaseSegDataset +from mmseg.registry import DATASETS + + +@DATASETS.register_module() +class ChestPenumoMaskDataset(BaseSegDataset): + """ChestPenumoMaskDataset dataset. + + In segmentation map annotation for ChestPenumoMaskDataset, + 0 stands for background, which is included in 2 categories. + ``reduce_zero_label`` is fixed to False. The ``img_suffix`` + is fixed to '.png' and ``seg_map_suffix`` is fixed to '.png'. + + Args: + img_suffix (str): Suffix of images. Default: '.png' + seg_map_suffix (str): Suffix of segmentation maps. Default: '.png' + reduce_zero_label (bool): Whether to mark label zero as ignored. + Default to False. + """ + METAINFO = dict(classes=('background', 'penumothroax')) + + def __init__(self, + img_suffix='.png', + seg_map_suffix='.png', + reduce_zero_label=False, + **kwargs) -> None: + super().__init__( + img_suffix=img_suffix, + seg_map_suffix=seg_map_suffix, + reduce_zero_label=reduce_zero_label, + **kwargs) diff --git a/projects/medical/2d_image/x_ray/chest_x_ray_images_with_pneumothorax_masks/tools/prepare_dataset.py b/projects/medical/2d_image/x_ray/chest_x_ray_images_with_pneumothorax_masks/tools/prepare_dataset.py new file mode 100644 index 0000000000..c7de1f1904 --- /dev/null +++ b/projects/medical/2d_image/x_ray/chest_x_ray_images_with_pneumothorax_masks/tools/prepare_dataset.py @@ -0,0 +1,36 @@ +import glob +import os +import shutil + +from PIL import Image +from sklearn.model_selection import train_test_split + +root_path = 'data/' +img_suffix = '.png' +seg_map_suffix = '.png' +save_img_suffix = '.png' +save_seg_map_suffix = '.png' + +all_imgs = glob.glob('data/siim-acr-pneumothorax/png_images/*' + img_suffix) +x_train, x_test = train_test_split(all_imgs, test_size=0.2, random_state=0) + +print(len(x_train), len(x_test)) +os.system('mkdir -p ' + root_path + 'images/train/') +os.system('mkdir -p ' + root_path + 'images/val/') +os.system('mkdir -p ' + root_path + 'masks/train/') +os.system('mkdir -p ' + root_path + 'masks/val/') + +part_dir_dict = {0: 'train/', 1: 'val/'} +for ith, part in enumerate([x_train, x_test]): + part_dir = part_dir_dict[ith] + for img in part: + basename = os.path.basename(img) + img_save_path = os.path.join(root_path, 'images', part_dir, + basename.split('.')[0] + save_img_suffix) + shutil.copy(img, img_save_path) + mask_path = 'data/siim-acr-pneumothorax/png_masks/' + basename + mask = Image.open(mask_path).convert('L') + mask_save_path = os.path.join( + root_path, 'masks', part_dir, + basename.split('.')[0] + save_seg_map_suffix) + mask.save(mask_save_path) diff --git a/projects/medical/2d_image/x_ray/covid_19_ct_cxr/README.md b/projects/medical/2d_image/x_ray/covid_19_ct_cxr/README.md new file mode 100644 index 0000000000..8469219eff --- /dev/null +++ b/projects/medical/2d_image/x_ray/covid_19_ct_cxr/README.md @@ -0,0 +1,158 @@ +# Covid-19 CT Chest X-ray Dataset + +## Description + +This project supports **`Covid-19 CT Chest X-ray Dataset`**, which can be downloaded from [here](https://github.com/ieee8023/covid-chestxray-dataset). + +### Dataset Overview + +In the context of a COVID-19 pandemic, we want to improve prognostic predictions to triage and manage patient care. Data is the first step to developing any diagnostic/prognostic tool. While there exist large public datasets of more typical chest X-rays from the NIH \[Wang 2017\], Spain \[Bustos 2019\], Stanford \[Irvin 2019\], MIT \[Johnson 2019\] and Indiana University \[Demner-Fushman 2016\], there is no collection of COVID-19 chest X-rays or CT scans designed to be used for computational analysis. + +The 2019 novel coronavirus (COVID-19) presents several unique features [Fang, 2020](https://pubs.rsna.org/doi/10.1148/radiol.2020200432) and [Ai 2020](https://pubs.rsna.org/doi/10.1148/radiol.2020200642). While the diagnosis is confirmed using polymerase chain reaction (PCR), infected patients with pneumonia may present on chest X-ray and computed tomography (CT) images with a pattern that is only moderately characteristic for the human eye [Ng, 2020](https://pubs.rsna.org/doi/10.1148/ryct.2020200034). In late January, a Chinese team published a paper detailing the clinical and paraclinical features of COVID-19. They reported that patients present abnormalities in chest CT images with most having bilateral involvement [Huang 2020](). Bilateral multiple lobular and subsegmental areas of consolidation constitute the typical findings in chest CT images of intensive care unit (ICU) patients on admission [Huang 2020](). In comparison, non-ICU patients show bilateral ground-glass opacity and subsegmental areas of consolidation in their chest CT images [Huang 2020](). In these patients, later chest CT images display bilateral ground-glass opacity with resolved consolidation [Huang 2020](). + +### Statistic Information + +| Dataset Name | Anatomical Region | Task Type | Modality | Nnum. Classes | Train/Val/Test Images | Train/Val/Test Labeled | Release date | License | +| ---------------------------------------------------------------------- | ----------------- | ------------ | -------- | ------------- | --------------------- | ---------------------- | ------------ | --------------------------------------------------------------------- | +| [Covid-19-ct-cxr](https://github.com/ieee8023/covid-chestxray-dataset) | thorax | segmentation | x_ray | 2 | 205/-/714 | yes/-/no | 2021 | [CC-BY-NC-SA 4.0](https://creativecommons.org/licenses/by-nc-sa/4.0/) | + +| Class Name | Num. Train | Pct. Train | Num. Val | Pct. Val | Num. Test | Pct. Test | +| :--------: | :--------: | :--------: | :------: | :------: | :-------: | :-------: | +| background | 205 | 72.84 | - | - | - | - | +| lung | 205 | 27.16 | - | - | - | - | + +Note: + +- `Pct` means percentage of pixels in this category in all pixels. + +### Visualization + +![cov19ctcxr](https://raw.githubusercontent.com/uni-medical/medical-datasets-visualization/main/2d/semantic_seg/x_ray/covid_19_ct_cxr/covid_19_ct_cxr_dataset.png?raw=true) + +### Dataset Citation + +``` +@article{cohen2020covidProspective, + title={{COVID-19} Image Data Collection: Prospective Predictions Are the Future}, + author={Joseph Paul Cohen and Paul Morrison and Lan Dao and Karsten Roth and Tim Q Duong and Marzyeh Ghassemi}, + journal={arXiv 2006.11988}, + year={2020} +} + +@article{cohen2020covid, + title={COVID-19 image data collection}, + author={Joseph Paul Cohen and Paul Morrison and Lan Dao}, + journal={arXiv 2003.11597}, + year={2020} +} +``` + +### Prerequisites + +- Python v3.8 +- PyTorch v1.10.0 +- pillow(PIL) v9.3.0 9.3.0 +- scikit-learn(sklearn) v1.2.0 1.2.0 +- [MIM](https://github.com/open-mmlab/mim) v0.3.4 +- [MMCV](https://github.com/open-mmlab/mmcv) v2.0.0rc4 +- [MMEngine](https://github.com/open-mmlab/mmengine) v0.2.0 or higher +- [MMSegmentation](https://github.com/open-mmlab/mmsegmentation) v1.0.0rc5 + +All the commands below rely on the correct configuration of `PYTHONPATH`, which should point to the project's directory so that Python can locate the module files. In `covid_19_ct_cxr/` root directory, run the following line to add the current directory to `PYTHONPATH`: + +```shell +export PYTHONPATH=`pwd`:$PYTHONPATH +``` + +### Dataset Preparing + +- download dataset from [here](https://github.com/ieee8023/covid-chestxray-dataset) and decompress data to path `'data/'`. +- run script `"python tools/prepare_dataset.py"` to format data and change folder structure as below. +- run script `"python ../../tools/split_seg_dataset.py"` to split dataset and generate `train.txt`, `val.txt` and `test.txt`. If the label of official validation set and test set cannot be obtained, we generate `train.txt` and `val.txt` from the training set randomly. + +```shell +mkdir data && cd data +git clone git@github.com:ieee8023/covid-chestxray-dataset.git +cd .. +python tools/prepare_dataset.py +python ../../tools/split_seg_dataset.py +``` + +```none + mmsegmentation + ├── mmseg + ├── projects + │ ├── medical + │ │ ├── 2d_image + │ │ │ ├── x_ray + │ │ │ │ ├── covid_19_ct_cxr + │ │ │ │ │ ├── configs + │ │ │ │ │ ├── datasets + │ │ │ │ │ ├── tools + │ │ │ │ │ ├── data + │ │ │ │ │ │ ├── train.txt + │ │ │ │ │ │ ├── val.txt + │ │ │ │ │ │ ├── images + │ │ │ │ │ │ │ ├── train + │ │ │ │ | │ │ │ ├── xxx.png + │ │ │ │ | │ │ │ ├── ... + │ │ │ │ | │ │ │ └── xxx.png + │ │ │ │ │ │ ├── masks + │ │ │ │ │ │ │ ├── train + │ │ │ │ | │ │ │ ├── xxx.png + │ │ │ │ | │ │ │ ├── ... + │ │ │ │ | │ │ │ └── xxx.png +``` + +### Divided Dataset Information + +***Note: The table information below is divided by ourselves.*** + +| Class Name | Num. Train | Pct. Train | Num. Val | Pct. Val | Num. Test | Pct. Test | +| :--------: | :--------: | :--------: | :------: | :------: | :-------: | :-------: | +| background | 164 | 72.88 | 41 | 72.69 | - | - | +| lung | 164 | 27.12 | 41 | 27.31 | - | - | + +### Training commands + +To train models on a single server with one GPU. (default) + +```shell +mim train mmseg ./configs/${CONFIG_FILE} +``` + +### Testing commands + +To test models on a single server with one GPU. (default) + +```shell +mim test mmseg ./configs/${CONFIG_FILE} --checkpoint ${CHECKPOINT_PATH} +``` + + + +## Checklist + +- [x] Milestone 1: PR-ready, and acceptable to be one of the `projects/`. + + - [x] Finish the code + - [x] Basic docstrings & proper citation + - [x] Test-time correctness + - [x] A full README + +- [x] Milestone 2: Indicates a successful model implementation. + + - [x] Training-time correctness + +- [ ] Milestone 3: Good to be a part of our core package! + + - [ ] Type hints and docstrings + - [ ] Unit tests + - [ ] Code polishing + - [ ] Metafile.yml + +- [ ] Move your modules into the core package following the codebase's file hierarchy structure. + +- [ ] Refactor your modules into the core package following the codebase's file hierarchy structure. diff --git a/projects/medical/2d_image/x_ray/covid_19_ct_cxr/configs/covid-19-ct-cxr_512x512.py b/projects/medical/2d_image/x_ray/covid_19_ct_cxr/configs/covid-19-ct-cxr_512x512.py new file mode 100644 index 0000000000..5242d06c37 --- /dev/null +++ b/projects/medical/2d_image/x_ray/covid_19_ct_cxr/configs/covid-19-ct-cxr_512x512.py @@ -0,0 +1,42 @@ +dataset_type = 'Covid19CXRDataset' +data_root = 'data/' +img_scale = (512, 512) +train_pipeline = [ + dict(type='LoadImageFromFile'), + dict(type='LoadAnnotations'), + dict(type='Resize', scale=img_scale, keep_ratio=False), + dict(type='RandomFlip', prob=0.5), + dict(type='PhotoMetricDistortion'), + dict(type='PackSegInputs') +] +test_pipeline = [ + dict(type='LoadImageFromFile'), + dict(type='Resize', scale=img_scale, keep_ratio=False), + dict(type='LoadAnnotations'), + dict(type='PackSegInputs') +] +train_dataloader = dict( + batch_size=16, + num_workers=4, + persistent_workers=True, + sampler=dict(type='InfiniteSampler', shuffle=True), + dataset=dict( + type=dataset_type, + data_root=data_root, + ann_file='train.txt', + data_prefix=dict(img_path='images/', seg_map_path='masks/'), + pipeline=train_pipeline)) +val_dataloader = dict( + batch_size=1, + num_workers=4, + persistent_workers=True, + sampler=dict(type='DefaultSampler', shuffle=False), + dataset=dict( + type=dataset_type, + data_root=data_root, + ann_file='val.txt', + data_prefix=dict(img_path='images/', seg_map_path='masks/'), + pipeline=test_pipeline)) +test_dataloader = val_dataloader +val_evaluator = dict(type='IoUMetric', iou_metrics=['mIoU', 'mDice']) +test_evaluator = dict(type='IoUMetric', iou_metrics=['mIoU', 'mDice']) diff --git a/projects/medical/2d_image/x_ray/covid_19_ct_cxr/configs/fcn-unet-s5-d16_unet-{use-sigmoid}_1xb16-0.01-20k_covid-19-ct-cxr-512x512.py b/projects/medical/2d_image/x_ray/covid_19_ct_cxr/configs/fcn-unet-s5-d16_unet-{use-sigmoid}_1xb16-0.01-20k_covid-19-ct-cxr-512x512.py new file mode 100644 index 0000000000..59a7bedaa0 --- /dev/null +++ b/projects/medical/2d_image/x_ray/covid_19_ct_cxr/configs/fcn-unet-s5-d16_unet-{use-sigmoid}_1xb16-0.01-20k_covid-19-ct-cxr-512x512.py @@ -0,0 +1,18 @@ +_base_ = [ + 'mmseg::_base_/models/fcn_unet_s5-d16.py', './covid-19-ct-cxr_512x512.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.covid-19-ct-cxr_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.01) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict( + num_classes=2, loss_decode=dict(use_sigmoid=True), out_channels=1), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/x_ray/covid_19_ct_cxr/configs/fcn-unet-s5-d16_unet_1xb16-0.0001-20k_covid-19-ct-cxr-512x512.py b/projects/medical/2d_image/x_ray/covid_19_ct_cxr/configs/fcn-unet-s5-d16_unet_1xb16-0.0001-20k_covid-19-ct-cxr-512x512.py new file mode 100644 index 0000000000..83b8527d46 --- /dev/null +++ b/projects/medical/2d_image/x_ray/covid_19_ct_cxr/configs/fcn-unet-s5-d16_unet_1xb16-0.0001-20k_covid-19-ct-cxr-512x512.py @@ -0,0 +1,17 @@ +_base_ = [ + 'mmseg::_base_/models/fcn_unet_s5-d16.py', './covid-19-ct-cxr_512x512.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.covid-19-ct-cxr_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.0001) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict(num_classes=2), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/x_ray/covid_19_ct_cxr/configs/fcn-unet-s5-d16_unet_1xb16-0.001-20k_covid-19-ct-cxr-512x512.py b/projects/medical/2d_image/x_ray/covid_19_ct_cxr/configs/fcn-unet-s5-d16_unet_1xb16-0.001-20k_covid-19-ct-cxr-512x512.py new file mode 100644 index 0000000000..10cfcbda6e --- /dev/null +++ b/projects/medical/2d_image/x_ray/covid_19_ct_cxr/configs/fcn-unet-s5-d16_unet_1xb16-0.001-20k_covid-19-ct-cxr-512x512.py @@ -0,0 +1,17 @@ +_base_ = [ + 'mmseg::_base_/models/fcn_unet_s5-d16.py', './covid-19-ct-cxr_512x512.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.covid-19-ct-cxr_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.001) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict(num_classes=2), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/x_ray/covid_19_ct_cxr/configs/fcn-unet-s5-d16_unet_1xb16-0.01-20k_covid-19-ct-cxr-512x512.py b/projects/medical/2d_image/x_ray/covid_19_ct_cxr/configs/fcn-unet-s5-d16_unet_1xb16-0.01-20k_covid-19-ct-cxr-512x512.py new file mode 100644 index 0000000000..aaccc8fd8d --- /dev/null +++ b/projects/medical/2d_image/x_ray/covid_19_ct_cxr/configs/fcn-unet-s5-d16_unet_1xb16-0.01-20k_covid-19-ct-cxr-512x512.py @@ -0,0 +1,17 @@ +_base_ = [ + 'mmseg::_base_/models/fcn_unet_s5-d16.py', './covid-19-ct-cxr_512x512.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.covid-19-ct-cxr_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.01) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict(num_classes=2), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/x_ray/covid_19_ct_cxr/datasets/covid-19-ct-cxr_dataset.py b/projects/medical/2d_image/x_ray/covid_19_ct_cxr/datasets/covid-19-ct-cxr_dataset.py new file mode 100644 index 0000000000..68a1bb331f --- /dev/null +++ b/projects/medical/2d_image/x_ray/covid_19_ct_cxr/datasets/covid-19-ct-cxr_dataset.py @@ -0,0 +1,31 @@ +from mmseg.datasets import BaseSegDataset +from mmseg.registry import DATASETS + + +@DATASETS.register_module() +class Covid19CXRDataset(BaseSegDataset): + """Covid19CXRDataset dataset. + + In segmentation map annotation for Covid19CXRDataset, + 0 stands for background, which is included in 2 categories. + ``reduce_zero_label`` is fixed to False. The ``img_suffix`` + is fixed to '.png' and ``seg_map_suffix`` is fixed to '.png'. + + Args: + img_suffix (str): Suffix of images. Default: '.png' + seg_map_suffix (str): Suffix of segmentation maps. Default: '.png' + reduce_zero_label (bool): Whether to mark label zero as ignored. + Default to False. + """ + METAINFO = dict(classes=('background', 'lung')) + + def __init__(self, + img_suffix='.png', + seg_map_suffix='.png', + reduce_zero_label=False, + **kwargs) -> None: + super().__init__( + img_suffix=img_suffix, + seg_map_suffix=seg_map_suffix, + reduce_zero_label=reduce_zero_label, + **kwargs) diff --git a/projects/medical/2d_image/x_ray/covid_19_ct_cxr/tools/prepare_dataset.py b/projects/medical/2d_image/x_ray/covid_19_ct_cxr/tools/prepare_dataset.py new file mode 100644 index 0000000000..72f6435389 --- /dev/null +++ b/projects/medical/2d_image/x_ray/covid_19_ct_cxr/tools/prepare_dataset.py @@ -0,0 +1,52 @@ +import os + +import numpy as np +from PIL import Image + +root_path = 'data/' +src_img_dir = os.path.join(root_path, 'covid-chestxray-dataset', 'images') +src_mask_dir = os.path.join(root_path, 'covid-chestxray-dataset', + 'annotations/lungVAE-masks') +tgt_img_train_dir = os.path.join(root_path, 'images/train/') +tgt_mask_train_dir = os.path.join(root_path, 'masks/train/') +tgt_img_test_dir = os.path.join(root_path, 'images/test/') +os.system('mkdir -p ' + tgt_img_train_dir) +os.system('mkdir -p ' + tgt_mask_train_dir) +os.system('mkdir -p ' + tgt_img_test_dir) + + +def convert_label(img, convert_dict): + arr = np.zeros_like(img, dtype=np.uint8) + for c, i in convert_dict.items(): + arr[img == c] = i + return arr + + +if __name__ == '__main__': + + all_img_names = os.listdir(src_img_dir) + all_mask_names = os.listdir(src_mask_dir) + + for img_name in all_img_names: + base_name = img_name.replace('.png', '') + base_name = base_name.replace('.jpg', '') + base_name = base_name.replace('.jpeg', '') + mask_name_orig = base_name + '_mask.png' + if mask_name_orig in all_mask_names: + mask_name = base_name + '.png' + src_img_path = os.path.join(src_img_dir, img_name) + src_mask_path = os.path.join(src_mask_dir, mask_name_orig) + tgt_img_path = os.path.join(tgt_img_train_dir, img_name) + tgt_mask_path = os.path.join(tgt_mask_train_dir, mask_name) + + img = Image.open(src_img_path).convert('RGB') + img.save(tgt_img_path) + mask = np.array(Image.open(src_mask_path)) + mask = convert_label(mask, {0: 0, 255: 1}) + mask = Image.fromarray(mask) + mask.save(tgt_mask_path) + else: + src_img_path = os.path.join(src_img_dir, img_name) + tgt_img_path = os.path.join(tgt_img_test_dir, img_name) + img = Image.open(src_img_path).convert('RGB') + img.save(tgt_img_path) diff --git a/projects/medical/2d_image/x_ray/crass/README.md b/projects/medical/2d_image/x_ray/crass/README.md new file mode 100644 index 0000000000..0621205be8 --- /dev/null +++ b/projects/medical/2d_image/x_ray/crass/README.md @@ -0,0 +1,144 @@ +# Chest Radiograph Anatomical Structure Segmentation (CRASS) + +## Description + +This project supports **`Chest Radiograph Anatomical Structure Segmentation (CRASS) `**, which can be downloaded from [here](https://crass.grand-challenge.org/). + +### Dataset Overview + +A set of consecutively obtained posterior-anterior chest radiograph were selected from a database containing images acquired at two sites in sub Saharan Africa with a high tuberculosis incidence. All subjects were 15 years or older. Images from digital chest radiography units were used (Delft Imaging Systems, The Netherlands) of varying resolutions, with a typical resolution of 1800--2000 pixels, the pixel size was 250 lm isotropic. From the total set of images, 225 were considered to be normal by an expert radiologist, while 333 of the images contained abnormalities. Of the abnormal images, 220 contained abnormalities in the upper area of the lung where the clavicle is located. The data was divided into a training and a test set. The training set consisted of 299 images, the test set of 249 images. +The current data is still incomplete and to be added later. + +### Information Statistics + +| Dataset Name | Anatomical Region | Task Type | Modality | Num. Classes | Train/Val/Test Images | Train/Val/Test Labeled | Release Date | License | +| ------------------------------------------- | ----------------- | ------------ | -------- | ------------ | --------------------- | ---------------------- | ------------ | ------------------------------------------------------------- | +| [crass](https://crass.grand-challenge.org/) | pulmonary | segmentation | x_ray | 2 | 299/-/234 | yes/-/no | 2021 | [CC0 1.0](https://creativecommons.org/publicdomain/zero/1.0/) | + +| Class Name | Num. Train | Pct. Train | Num. Val | Pct. Val | Num. Test | Pct. Test | +| :--------: | :--------: | :--------: | :------: | :------: | :-------: | :-------: | +| background | 299 | 98.38 | - | - | - | - | +| clavicles | 299 | 1.62 | - | - | - | - | + +Note: + +- `Pct` means percentage of pixels in this category in all pixels. + +### Visualization + +![crass](https://raw.githubusercontent.com/uni-medical/medical-datasets-visualization/main/2d/semantic_seg/x_ray/crass/crass_dataset.png?raw=true) + +### Dataset Citation + +``` +@article{HOGEWEG20121490, + title={Clavicle segmentation in chest radiographs}, + journal={Medical Image Analysis}, + volume={16}, + number={8}, + pages={1490-1502}, + year={2012} +} +``` + +### Prerequisites + +- Python v3.8 +- PyTorch v1.10.0 +- pillow(PIL) v9.3.0 +- scikit-learn(sklearn) v1.2.0 +- [MIM](https://github.com/open-mmlab/mim) v0.3.4 +- [MMCV](https://github.com/open-mmlab/mmcv) v2.0.0rc4 +- [MMEngine](https://github.com/open-mmlab/mmengine) v0.2.0 or higher +- [MMSegmentation](https://github.com/open-mmlab/mmsegmentation) v1.0.0rc5 + +All the commands below rely on the correct configuration of `PYTHONPATH`, which should point to the project's directory so that Python can locate the module files. In `crass/` root directory, run the following line to add the current directory to `PYTHONPATH`: + +```shell +export PYTHONPATH=`pwd`:$PYTHONPATH +``` + +### Dataset Preparing + +- download dataset from [here](https://crass.grand-challenge.org/) and decompress data to path `'data/'`. +- run script `"python tools/prepare_dataset.py"` to format data and change folder structure as below. +- run script `"python ../../tools/split_seg_dataset.py"` to split dataset and generate `train.txt`, `val.txt` and `test.txt`. If the label of official validation set and test set cannot be obtained, we generate `train.txt` and `val.txt` from the training set randomly. + +```none + mmsegmentation + ├── mmseg + ├── projects + │ ├── medical + │ │ ├── 2d_image + │ │ │ ├── x_ray + │ │ │ │ ├── crass + │ │ │ │ │ ├── configs + │ │ │ │ │ ├── datasets + │ │ │ │ │ ├── tools + │ │ │ │ │ ├── data + │ │ │ │ │ │ ├── train.txt + │ │ │ │ │ │ ├── val.txt + │ │ │ │ │ │ ├── images + │ │ │ │ │ │ │ ├── train + │ │ │ │ | │ │ │ ├── xxx.png + │ │ │ │ | │ │ │ ├── ... + │ │ │ │ | │ │ │ └── xxx.png + │ │ │ │ │ │ ├── masks + │ │ │ │ │ │ │ ├── train + │ │ │ │ | │ │ │ ├── xxx.png + │ │ │ │ | │ │ │ ├── ... + │ │ │ │ | │ │ │ └── xxx.png +``` + +### Divided Dataset Information + +***Note: The table information below is divided by ourselves.*** + +| Class Name | Num. Train | Pct. Train | Num. Val | Pct. Val | Num. Test | Pct. Test | +| :--------: | :--------: | :--------: | :------: | :------: | :-------: | :-------: | +| background | 227 | 98.38 | 57 | 98.39 | - | - | +| clavicles | 227 | 1.62 | 57 | 1.61 | - | - | + +### Training commands + +To train models on a single server with one GPU. (default) + +```shell +mim train mmseg ./configs/${CONFIG_FILE} +``` + +### Testing commands + +To test models on a single server with one GPU. (default) + +```shell +mim test mmseg ./configs/${CONFIG_FILE} --checkpoint ${CHECKPOINT_PATH} +``` + + + +## Checklist + +- [x] Milestone 1: PR-ready, and acceptable to be one of the `projects/`. + + - [x] Finish the code + - [x] Basic docstrings & proper citation + - [ ] Test-time correctness + - [x] A full README + +- [x] Milestone 2: Indicates a successful model implementation. + + - [x] Training-time correctness + +- [ ] Milestone 3: Good to be a part of our core package! + + - [ ] Type hints and docstrings + - [ ] Unit tests + - [ ] Code polishing + - [ ] Metafile.yml + +- [ ] Move your modules into the core package following the codebase's file hierarchy structure. + +- [ ] Refactor your modules into the core package following the codebase's file hierarchy structure. diff --git a/projects/medical/2d_image/x_ray/crass/configs/crass_512x512.py b/projects/medical/2d_image/x_ray/crass/configs/crass_512x512.py new file mode 100644 index 0000000000..1425f50cc4 --- /dev/null +++ b/projects/medical/2d_image/x_ray/crass/configs/crass_512x512.py @@ -0,0 +1,42 @@ +dataset_type = 'CRASSDataset' +data_root = 'data/' +img_scale = (512, 512) +train_pipeline = [ + dict(type='LoadImageFromFile'), + dict(type='LoadAnnotations'), + dict(type='Resize', scale=img_scale, keep_ratio=False), + dict(type='RandomFlip', prob=0.5), + dict(type='PhotoMetricDistortion'), + dict(type='PackSegInputs') +] +test_pipeline = [ + dict(type='LoadImageFromFile'), + dict(type='Resize', scale=img_scale, keep_ratio=False), + dict(type='LoadAnnotations'), + dict(type='PackSegInputs') +] +train_dataloader = dict( + batch_size=16, + num_workers=4, + persistent_workers=True, + sampler=dict(type='InfiniteSampler', shuffle=True), + dataset=dict( + type=dataset_type, + data_root=data_root, + ann_file='train.txt', + data_prefix=dict(img_path='images/', seg_map_path='masks/'), + pipeline=train_pipeline)) +val_dataloader = dict( + batch_size=1, + num_workers=4, + persistent_workers=True, + sampler=dict(type='DefaultSampler', shuffle=False), + dataset=dict( + type=dataset_type, + data_root=data_root, + ann_file='tval.txt', + data_prefix=dict(img_path='images/', seg_map_path='masks/'), + pipeline=test_pipeline)) +test_dataloader = val_dataloader +val_evaluator = dict(type='IoUMetric', iou_metrics=['mIoU', 'mDice']) +test_evaluator = dict(type='IoUMetric', iou_metrics=['mIoU', 'mDice']) diff --git a/projects/medical/2d_image/x_ray/crass/configs/fcn-unet-s5-d16_unet_1xb16-0.0001-20k_crass-512x512.py b/projects/medical/2d_image/x_ray/crass/configs/fcn-unet-s5-d16_unet_1xb16-0.0001-20k_crass-512x512.py new file mode 100644 index 0000000000..b52bc78f79 --- /dev/null +++ b/projects/medical/2d_image/x_ray/crass/configs/fcn-unet-s5-d16_unet_1xb16-0.0001-20k_crass-512x512.py @@ -0,0 +1,17 @@ +_base_ = [ + 'mmseg::_base_/models/fcn_unet_s5-d16.py', './crass_512x512.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.crass_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.0001) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict(num_classes=2), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/x_ray/crass/configs/fcn-unet-s5-d16_unet_1xb16-0.001-20k_crass-512x512.py b/projects/medical/2d_image/x_ray/crass/configs/fcn-unet-s5-d16_unet_1xb16-0.001-20k_crass-512x512.py new file mode 100644 index 0000000000..45242c65b4 --- /dev/null +++ b/projects/medical/2d_image/x_ray/crass/configs/fcn-unet-s5-d16_unet_1xb16-0.001-20k_crass-512x512.py @@ -0,0 +1,17 @@ +_base_ = [ + 'mmseg::_base_/models/fcn_unet_s5-d16.py', './crass_512x512.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.crass_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.001) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict(num_classes=2), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/x_ray/crass/configs/fcn-unet-s5-d16_unet_1xb16-0.01-20k_crass-512x512.py b/projects/medical/2d_image/x_ray/crass/configs/fcn-unet-s5-d16_unet_1xb16-0.01-20k_crass-512x512.py new file mode 100644 index 0000000000..bcf9d0a5ca --- /dev/null +++ b/projects/medical/2d_image/x_ray/crass/configs/fcn-unet-s5-d16_unet_1xb16-0.01-20k_crass-512x512.py @@ -0,0 +1,17 @@ +_base_ = [ + 'mmseg::_base_/models/fcn_unet_s5-d16.py', './crass_512x512.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.crass_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.01) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict(num_classes=2), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/x_ray/crass/configs/fcn-unet-s5-d16_unet_1xb16-lr0.01-sigmoid-20k_crass-512x512.py b/projects/medical/2d_image/x_ray/crass/configs/fcn-unet-s5-d16_unet_1xb16-lr0.01-sigmoid-20k_crass-512x512.py new file mode 100644 index 0000000000..0dde736bf7 --- /dev/null +++ b/projects/medical/2d_image/x_ray/crass/configs/fcn-unet-s5-d16_unet_1xb16-lr0.01-sigmoid-20k_crass-512x512.py @@ -0,0 +1,18 @@ +_base_ = [ + 'mmseg::_base_/models/fcn_unet_s5-d16.py', './crass_512x512.py', + 'mmseg::_base_/default_runtime.py', + 'mmseg::_base_/schedules/schedule_20k.py' +] +custom_imports = dict(imports='datasets.crass_dataset') +img_scale = (512, 512) +data_preprocessor = dict(size=img_scale) +optimizer = dict(lr=0.01) +optim_wrapper = dict(optimizer=optimizer) +model = dict( + data_preprocessor=data_preprocessor, + decode_head=dict( + num_classes=2, loss_decode=dict(use_sigmoid=True), out_channels=1), + auxiliary_head=None, + test_cfg=dict(mode='whole', _delete_=True)) +vis_backends = None +visualizer = dict(vis_backends=vis_backends) diff --git a/projects/medical/2d_image/x_ray/crass/datasets/crass_dataset.py b/projects/medical/2d_image/x_ray/crass/datasets/crass_dataset.py new file mode 100644 index 0000000000..f6b5c5228b --- /dev/null +++ b/projects/medical/2d_image/x_ray/crass/datasets/crass_dataset.py @@ -0,0 +1,30 @@ +from mmseg.datasets import BaseSegDataset +from mmseg.registry import DATASETS + + +@DATASETS.register_module() +class CRASSDataset(BaseSegDataset): + """CRASSDataset dataset. + + In segmentation map annotation for CRASSDataset, 0 stands for background, + which is included in 2 categories. ``reduce_zero_label`` is fixed to + False. The ``img_suffix`` is fixed to '.png' and ``seg_map_suffix`` is + fixed to '.png'. + Args: + img_suffix (str): Suffix of images. Default: '.png' + seg_map_suffix (str): Suffix of segmentation maps. Default: '.png' + reduce_zero_label (bool): Whether to mark label zero as ignored. + Default to False.. + """ + METAINFO = dict(classes=('background', 'clavicles')) + + def __init__(self, + img_suffix='.png', + seg_map_suffix='.png', + reduce_zero_label=False, + **kwargs) -> None: + super().__init__( + img_suffix=img_suffix, + seg_map_suffix=seg_map_suffix, + reduce_zero_label=reduce_zero_label, + **kwargs) diff --git a/projects/medical/2d_image/x_ray/crass/tools/prepare_dataset.py b/projects/medical/2d_image/x_ray/crass/tools/prepare_dataset.py new file mode 100644 index 0000000000..bbd5d8891d --- /dev/null +++ b/projects/medical/2d_image/x_ray/crass/tools/prepare_dataset.py @@ -0,0 +1,84 @@ +import glob +import os + +import cv2 +import SimpleITK as sitk +from PIL import Image + +root_path = 'data/' +img_suffix = '.tif' +seg_map_suffix = '.png' +save_img_suffix = '.png' +save_seg_map_suffix = '.png' + +src_img_train_dir = os.path.join(root_path, 'CRASS/data_train') +src_mask_train_dir = os.path.join(root_path, 'CRASS/mask_mhd') +src_img_test_dir = os.path.join(root_path, 'CRASS/data_test') + +tgt_img_train_dir = os.path.join(root_path, 'images/train/') +tgt_mask_train_dir = os.path.join(root_path, 'masks/train/') +tgt_img_test_dir = os.path.join(root_path, 'images/test/') +os.system('mkdir -p ' + tgt_img_train_dir) +os.system('mkdir -p ' + tgt_mask_train_dir) +os.system('mkdir -p ' + tgt_img_test_dir) + + +def filter_suffix_recursive(src_dir, suffix): + suffix = '.' + suffix if '.' not in suffix else suffix + file_paths = glob( + os.path.join(src_dir, '**', '*' + suffix), recursive=True) + file_names = [_.split('/')[-1] for _ in file_paths] + return sorted(file_paths), sorted(file_names) + + +def read_single_array_from_med(path): + return sitk.GetArrayFromImage(sitk.ReadImage(path)).squeeze() + + +def convert_meds_into_pngs(src_dir, + tgt_dir, + suffix='.dcm', + norm_min=0, + norm_max=255, + convert='RGB'): + if not os.path.exists(tgt_dir): + os.makedirs(tgt_dir) + + src_paths, src_names = filter_suffix_recursive(src_dir, suffix=suffix) + num = len(src_paths) + for i, (src_name, src_path) in enumerate(zip(src_names, src_paths)): + tgt_name = src_name.replace(suffix, '.png') + tgt_path = os.path.join(tgt_dir, tgt_name) + + img = read_single_array_from_med(src_path) + if norm_min is not None and norm_max is not None: + img = cv2.normalize(img, None, norm_min, norm_max, cv2.NORM_MINMAX, + cv2.CV_8U) + pil = Image.fromarray(img).convert(convert) + pil.save(tgt_path) + print(f'processed {i+1}/{num}.') + + +convert_meds_into_pngs( + src_img_train_dir, + tgt_img_train_dir, + suffix='.mhd', + norm_min=0, + norm_max=255, + convert='RGB') + +convert_meds_into_pngs( + src_img_test_dir, + tgt_img_test_dir, + suffix='.mhd', + norm_min=0, + norm_max=255, + convert='RGB') + +convert_meds_into_pngs( + src_mask_train_dir, + tgt_mask_train_dir, + suffix='.mhd', + norm_min=0, + norm_max=1, + convert='L') diff --git a/projects/sam_inference_demo/sam_image_demo.ipynb b/projects/sam_inference_demo/sam_image_demo.ipynb index dacbfed11c..1cb433fae9 100644 --- a/projects/sam_inference_demo/sam_image_demo.ipynb +++ b/projects/sam_inference_demo/sam_image_demo.ipynb @@ -2,35 +2,9 @@ "cells": [ { "cell_type": "code", - "execution_count": 1, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/opt/anaconda3/envs/pt1.13/lib/python3.10/site-packages/tqdm/auto.py:21: TqdmWarning: IProgress not found. Please update jupyter and ipywidgets. See https://ipywidgets.readthedocs.io/en/stable/user_install.html\n", - " from .autonotebook import tqdm as notebook_tqdm\n" - ] - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "(512, 1024, 3)\n" - ] - } - ], + "outputs": [], "source": [ "import numpy as np\n", "import matplotlib.pyplot as plt\n", @@ -71,17 +45,9 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Loads checkpoint by http backend from path: https://download.openmmlab.com/mmsegmentation/v0.5/sam/sam_vit-huge-p16_3rdparty_sa1b-1024x1024_20230413-faaf96f6.pth\n" - ] - } - ], + "outputs": [], "source": [ "inferencer = SAMInferencer(arch='huge')\n", "inferencer.set_image(image)" @@ -89,20 +55,9 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "input_point = np.array([[280, 230], [500, 300]])\n", "input_label = np.array([1, 1])\n", @@ -115,40 +70,9 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", 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", 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", 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "masks, scores, logits = inferencer.predict(\n", " point_coords=input_point,\n", diff --git a/projects/van/README.md b/projects/van/README.md new file mode 100644 index 0000000000..be0ba362fa --- /dev/null +++ b/projects/van/README.md @@ -0,0 +1,101 @@ +# Visual Attention Network (VAN) for Segmentation + +This repo is a PyTorch implementation of applying **VAN** (**Visual Attention Network**) to semantic segmentation. + +The code is an integration from [VAN-Segmentation](https://github.com/Visual-Attention-Network/VAN-Segmentation/blob/main/README.md?plain=1) + +More details can be found in [**Visual Attention Network**](https://arxiv.org/abs/2202.09741). + +## Citation + +```bib +@article{guo2022visual, + title={Visual Attention Network}, + author={Guo, Meng-Hao and Lu, Cheng-Ze and Liu, Zheng-Ning and Cheng, Ming-Ming and Hu, Shi-Min}, + journal={arXiv preprint arXiv:2202.09741}, + year={2022} +} +``` + +## Results + +**Notes**: Pre-trained models can be found in [TsingHua Cloud](https://cloud.tsinghua.edu.cn/d/0100f0cea37d41ba8d08/). + +Results can be found in [VAN-Segmentation](https://github.com/Visual-Attention-Network/VAN-Segmentation/blob/main/README.md?plain=1) + +We provide evaluation results of the converted weights. + +| Method | Backbone | mIoU | Download | +| :-----: | :----------: | :---: | :--------------------------------------------------------------------------------------------------------------------------------------------: | +| UPerNet | VAN-B2 | 49.35 | [model](https://download.openmmlab.com/mmsegmentation/v0.5/van_3rdparty/van-b2-in1kpre_upernet_3rdparty_512x512-ade20k_20230522-19c58aee.pth) | +| UPerNet | VAN-B3 | 49.71 | [model](https://download.openmmlab.com/mmsegmentation/v0.5/van_3rdparty/van-b3-in1kpre_upernet_3rdparty_512x512-ade20k_20230522-653bd6b7.pth) | +| UPerNet | VAN-B4 | 51.56 | [model](https://download.openmmlab.com/mmsegmentation/v0.5/van_3rdparty/van-b4-in1kpre_upernet_3rdparty_512x512-ade20k_20230522-653bd6b7.pth) | +| UPerNet | VAN-B4-in22k | 52.61 | [model](https://download.openmmlab.com/mmsegmentation/v0.5/van_3rdparty/van-b4-in22kpre_upernet_3rdparty_512x512-ade20k_20230522-4a4d744a.pth) | +| UPerNet | VAN-B5-in22k | 53.11 | [model](https://download.openmmlab.com/mmsegmentation/v0.5/van_3rdparty/van-b5-in22kpre_upernet_3rdparty_512x512-ade20k_20230522-5bb6f2b4.pth) | +| UPerNet | VAN-B6-in22k | 54.25 | [model](https://download.openmmlab.com/mmsegmentation/v0.5/van_3rdparty/van-b6-in22kpre_upernet_3rdparty_512x512-ade20k_20230522-e226b363.pth) | +| FPN | VAN-B0 | 38.65 | [model](https://download.openmmlab.com/mmsegmentation/v0.5/van_3rdparty/van-b0-in1kpre_fpn_3rdparty_512x512-ade20k_20230522-75a76298.pth) | +| FPN | VAN-B1 | 43.22 | [model](https://download.openmmlab.com/mmsegmentation/v0.5/van_3rdparty/van-b1-in1kpre_fpn_3rdparty_512x512-ade20k_20230522-104499ff.pth) | +| FPN | VAN-B2 | 46.84 | [model](https://download.openmmlab.com/mmsegmentation/v0.5/van_3rdparty/van-b2-in1kpre_fpn_3rdparty_512x512-ade20k_20230522-7074e6f8.pth) | +| FPN | VAN-B3 | 48.32 | [model](https://download.openmmlab.com/mmsegmentation/v0.5/van_3rdparty/van-b3-in1kpre_fpn_3rdparty_512x512-ade20k_20230522-2c3b7f5e.pth) | + +## Preparation + +Install MMSegmentation and download ADE20K according to the guidelines in MMSegmentation. + +## Requirement + +**Step 0.** Install [MMCV](https://github.com/open-mmlab/mmcv) using [MIM](https://github.com/open-mmlab/mim). + +```shell +pip install -U openmim +mim install mmengine +mim install "mmcv>=2.0.0" +``` + +**Step 1.** Install MMSegmentation. + +Case a: If you develop and run mmseg directly, install it from source: + +```shell +git clone -b main https://github.com/open-mmlab/mmsegmentation.git +cd mmsegmentation +pip install -v -e . +``` + +Case b: If you use mmsegmentation as a dependency or third-party package, install it with pip: + +```shell +pip install "mmsegmentation>=1.0.0" +``` + +## Training + +If you use 4 GPUs for training by default. Run: + +```bash +bash tools/dist_train.sh projects/van/configs/van/van-b2_pre1k_upernet_4xb2-160k_ade20k-512x512.py 4 +``` + +## Evaluation + +To evaluate the model, an example is: + +```bash +bash tools/dist_train.sh projects/van/configs/van/van-b2_pre1k_upernet_4xb2-160k_ade20k-512x512.py work_dirs/van-b2_pre1k_upernet_4xb2-160k_ade20k-512x512/iter_160000.pth 4 --eval mIoU +``` + +## FLOPs + +To calculate FLOPs for a model, run: + +```bash +bash tools/analysis_tools/get_flops.py projects/van/configs/van/van-b2_pre1k_upernet_4xb2-160k_ade20k-512x512.py --shape 512 512 +``` + +## Acknowledgment + +Our implementation is mainly based on [mmsegmentation](https://github.com/open-mmlab/mmsegmentation/tree/v0.12.0), [Swin-Transformer](https://github.com/SwinTransformer/Swin-Transformer-Semantic-Segmentation), [PoolFormer](https://github.com/sail-sg/poolformer), [Enjoy-Hamburger](https://github.com/Gsunshine/Enjoy-Hamburger) and [VAN-Segmentation](https://github.com/Visual-Attention-Network/VAN-Segmentation/blob/main/README.md?plain=1). Thanks for their authors. + +## LICENSE + +This repo is under the Apache-2.0 license. For commercial use, please contact the authors. diff --git a/projects/van/backbones/__init__.py b/projects/van/backbones/__init__.py new file mode 100644 index 0000000000..071995de29 --- /dev/null +++ b/projects/van/backbones/__init__.py @@ -0,0 +1,4 @@ +# Copyright (c) OpenMMLab. All rights reserved. +from .van import VAN + +__all__ = ['VAN'] diff --git a/projects/van/backbones/van.py b/projects/van/backbones/van.py new file mode 100644 index 0000000000..301834a758 --- /dev/null +++ b/projects/van/backbones/van.py @@ -0,0 +1,124 @@ +# Copyright (c) OpenMMLab. All rights reserved. +import warnings + +import torch +import torch.nn as nn +from mmengine.model import BaseModule + +from mmseg.models.backbones.mscan import (MSCAN, MSCABlock, + MSCASpatialAttention, + OverlapPatchEmbed) +from mmseg.registry import MODELS + + +class VANAttentionModule(BaseModule): + + def __init__(self, in_channels): + super().__init__() + self.conv0 = nn.Conv2d( + in_channels, in_channels, 5, padding=2, groups=in_channels) + self.conv_spatial = nn.Conv2d( + in_channels, + in_channels, + 7, + stride=1, + padding=9, + groups=in_channels, + dilation=3) + self.conv1 = nn.Conv2d(in_channels, in_channels, 1) + + def forward(self, x): + u = x.clone() + attn = self.conv0(x) + attn = self.conv_spatial(attn) + attn = self.conv1(attn) + return u * attn + + +class VANSpatialAttention(MSCASpatialAttention): + + def __init__(self, in_channels, act_cfg=dict(type='GELU')): + super().__init__(in_channels, act_cfg=act_cfg) + self.spatial_gating_unit = VANAttentionModule(in_channels) + + +class VANBlock(MSCABlock): + + def __init__(self, + channels, + mlp_ratio=4., + drop=0., + drop_path=0., + act_cfg=dict(type='GELU'), + norm_cfg=dict(type='SyncBN', requires_grad=True)): + super().__init__( + channels, + mlp_ratio=mlp_ratio, + drop=drop, + drop_path=drop_path, + act_cfg=act_cfg, + norm_cfg=norm_cfg) + self.attn = VANSpatialAttention(channels) + + +@MODELS.register_module() +class VAN(MSCAN): + + def __init__(self, + in_channels=3, + embed_dims=[64, 128, 256, 512], + mlp_ratios=[8, 8, 4, 4], + drop_rate=0., + drop_path_rate=0., + depths=[3, 4, 6, 3], + num_stages=4, + act_cfg=dict(type='GELU'), + norm_cfg=dict(type='SyncBN', requires_grad=True), + pretrained=None, + init_cfg=None): + super(MSCAN, self).__init__(init_cfg=init_cfg) + + assert not (init_cfg and pretrained), \ + 'init_cfg and pretrained cannot be set at the same time' + if isinstance(pretrained, str): + warnings.warn('DeprecationWarning: pretrained is deprecated, ' + 'please use "init_cfg" instead') + self.init_cfg = dict(type='Pretrained', checkpoint=pretrained) + elif pretrained is not None: + raise TypeError('pretrained must be a str or None') + + self.depths = depths + self.num_stages = num_stages + + # stochastic depth decay rule + dpr = [ + x.item() for x in torch.linspace(0, drop_path_rate, sum(depths)) + ] + cur = 0 + + for i in range(num_stages): + patch_embed = OverlapPatchEmbed( + patch_size=7 if i == 0 else 3, + stride=4 if i == 0 else 2, + in_channels=in_channels if i == 0 else embed_dims[i - 1], + embed_dim=embed_dims[i], + norm_cfg=norm_cfg) + + block = nn.ModuleList([ + VANBlock( + channels=embed_dims[i], + mlp_ratio=mlp_ratios[i], + drop=drop_rate, + drop_path=dpr[cur + j], + act_cfg=act_cfg, + norm_cfg=norm_cfg) for j in range(depths[i]) + ]) + norm = nn.LayerNorm(embed_dims[i]) + cur += depths[i] + + setattr(self, f'patch_embed{i + 1}', patch_embed) + setattr(self, f'block{i + 1}', block) + setattr(self, f'norm{i + 1}', norm) + + def init_weights(self): + return super().init_weights() diff --git a/projects/van/configs/_base_/datasets/ade20k.py b/projects/van/configs/_base_/datasets/ade20k.py new file mode 100644 index 0000000000..69b3c2a73b --- /dev/null +++ b/projects/van/configs/_base_/datasets/ade20k.py @@ -0,0 +1,14 @@ +# dataset settings +_base_ = '../../../../../configs/_base_/datasets/ade20k.py' + +test_pipeline = [ + dict(type='LoadImageFromFile'), + dict(type='Resize', scale=(2048, 512), keep_ratio=True), + dict(type='ResizeToMultiple', size_divisor=32), + # add loading annotation after ``Resize`` because ground truth + # does not need to do resize data transform + dict(type='LoadAnnotations', reduce_zero_label=True), + dict(type='PackSegInputs') +] +val_dataloader = dict(dataset=dict(pipeline=test_pipeline)) +test_dataloader = val_dataloader diff --git a/projects/van/configs/_base_/models/van_fpn.py b/projects/van/configs/_base_/models/van_fpn.py new file mode 100644 index 0000000000..c7fd7391f7 --- /dev/null +++ b/projects/van/configs/_base_/models/van_fpn.py @@ -0,0 +1,43 @@ +# model settings +norm_cfg = dict(type='SyncBN', requires_grad=True) + +data_preprocessor = dict( + type='SegDataPreProcessor', + mean=[123.675, 116.28, 103.53], + std=[58.395, 57.12, 57.375], + bgr_to_rgb=True, + pad_val=0, + seg_pad_val=255, + size=(512, 512)) +model = dict( + type='EncoderDecoder', + data_preprocessor=data_preprocessor, + backbone=dict( + type='VAN', + embed_dims=[32, 64, 160, 256], + drop_rate=0.0, + drop_path_rate=0.1, + depths=[3, 3, 5, 2], + act_cfg=dict(type='GELU'), + norm_cfg=norm_cfg, + init_cfg=dict()), + neck=dict( + type='FPN', + in_channels=[32, 64, 160, 256], + out_channels=256, + num_outs=4), + decode_head=dict( + type='FPNHead', + in_channels=[256, 256, 256, 256], + in_index=[0, 1, 2, 3], + feature_strides=[4, 8, 16, 32], + channels=128, + dropout_ratio=0.1, + num_classes=150, + norm_cfg=norm_cfg, + align_corners=False, + loss_decode=dict( + type='CrossEntropyLoss', use_sigmoid=False, loss_weight=1.0)), + # model training and testing settings + train_cfg=dict(), + test_cfg=dict(mode='whole')) diff --git a/projects/van/configs/_base_/models/van_upernet.py b/projects/van/configs/_base_/models/van_upernet.py new file mode 100644 index 0000000000..8f94c0d9d8 --- /dev/null +++ b/projects/van/configs/_base_/models/van_upernet.py @@ -0,0 +1,51 @@ +# model settings +norm_cfg = dict(type='SyncBN', requires_grad=True) + +data_preprocessor = dict( + type='SegDataPreProcessor', + mean=[123.675, 116.28, 103.53], + std=[58.395, 57.12, 57.375], + bgr_to_rgb=True, + pad_val=0, + seg_pad_val=255, + size=(512, 512)) +model = dict( + type='EncoderDecoder', + data_preprocessor=data_preprocessor, + backbone=dict( + type='VAN', + embed_dims=[32, 64, 160, 256], + drop_rate=0.0, + drop_path_rate=0.1, + depths=[3, 3, 5, 2], + act_cfg=dict(type='GELU'), + norm_cfg=norm_cfg, + init_cfg=dict()), + decode_head=dict( + type='UPerHead', + in_channels=[32, 64, 160, 256], + in_index=[0, 1, 2, 3], + pool_scales=(1, 2, 3, 6), + channels=512, + dropout_ratio=0.1, + num_classes=150, + norm_cfg=norm_cfg, + align_corners=False, + loss_decode=dict( + type='CrossEntropyLoss', use_sigmoid=False, loss_weight=1.0)), + auxiliary_head=dict( + type='FCNHead', + in_channels=160, + in_index=2, + channels=256, + num_convs=1, + concat_input=False, + dropout_ratio=0.1, + num_classes=150, + norm_cfg=norm_cfg, + align_corners=False, + loss_decode=dict( + type='CrossEntropyLoss', use_sigmoid=False, loss_weight=0.4)), + # model training and testing settings + train_cfg=dict(), + test_cfg=dict(mode='whole')) diff --git a/projects/van/configs/van/van-b0_fpn_8xb4-40k_ade20k-512x512.py b/projects/van/configs/van/van-b0_fpn_8xb4-40k_ade20k-512x512.py new file mode 100644 index 0000000000..2faf3788a7 --- /dev/null +++ b/projects/van/configs/van/van-b0_fpn_8xb4-40k_ade20k-512x512.py @@ -0,0 +1,8 @@ +_base_ = './van-b2_fpn_8xb4-40k_ade20k-512x512.py' +ckpt_path = 'https://download.openmmlab.com/mmsegmentation/v0.5/van_3rdparty/van-b0_3rdparty_20230522-956f5e0d.pth' # noqa +model = dict( + backbone=dict( + embed_dims=[32, 64, 160, 256], + depths=[3, 3, 5, 2], + init_cfg=dict(type='Pretrained', checkpoint=ckpt_path)), + neck=dict(in_channels=[32, 64, 160, 256])) diff --git a/projects/van/configs/van/van-b1_fpn_8xb4-40k_ade20k-512x512.py b/projects/van/configs/van/van-b1_fpn_8xb4-40k_ade20k-512x512.py new file mode 100644 index 0000000000..cf64a7138b --- /dev/null +++ b/projects/van/configs/van/van-b1_fpn_8xb4-40k_ade20k-512x512.py @@ -0,0 +1,6 @@ +_base_ = './van-b2_fpn_8xb4-40k_ade20k-512x512.py' +ckpt_path = 'https://download.openmmlab.com/mmsegmentation/v0.5/van_3rdparty/van-b1_3rdparty_20230522-3adb117f.pth' # noqa +model = dict( + backbone=dict( + depths=[2, 2, 4, 2], + init_cfg=dict(type='Pretrained', checkpoint=ckpt_path))) diff --git a/projects/van/configs/van/van-b2_fpn_8xb4-40k_ade20k-512x512.py b/projects/van/configs/van/van-b2_fpn_8xb4-40k_ade20k-512x512.py new file mode 100644 index 0000000000..965fa1cd36 --- /dev/null +++ b/projects/van/configs/van/van-b2_fpn_8xb4-40k_ade20k-512x512.py @@ -0,0 +1,53 @@ +_base_ = [ + '../_base_/models/van_fpn.py', + '../_base_/datasets/ade20k.py', + '../../../../configs/_base_/default_runtime.py', +] +custom_imports = dict(imports=['projects.van.backbones']) +ckpt_path = 'https://download.openmmlab.com/mmsegmentation/v0.5/van_3rdparty/van-b2_3rdparty_20230522-636fac93.pth' # noqa +model = dict( + type='EncoderDecoder', + backbone=dict( + embed_dims=[64, 128, 320, 512], + depths=[3, 3, 12, 3], + init_cfg=dict(type='Pretrained', checkpoint=ckpt_path), + drop_path_rate=0.2), + neck=dict(in_channels=[64, 128, 320, 512]), + decode_head=dict(num_classes=150)) + +train_dataloader = dict(batch_size=4) + +# we use 8 gpu instead of 4 in mmsegmentation, so lr*2 and max_iters/2 +gpu_multiples = 2 +max_iters = 80000 // gpu_multiples +interval = 8000 // gpu_multiples +optim_wrapper = dict( + type='OptimWrapper', + optimizer=dict( + type='AdamW', + lr=0.0001 * gpu_multiples, + # betas=(0.9, 0.999), + weight_decay=0.0001), + clip_grad=None) +# learning policy +param_scheduler = [ + dict( + type='PolyLR', + power=0.9, + eta_min=0.0, + begin=0, + end=max_iters, + by_epoch=False, + ) +] +train_cfg = dict( + type='IterBasedTrainLoop', max_iters=max_iters, val_interval=interval) +val_cfg = dict(type='ValLoop') +test_cfg = dict(type='TestLoop') +default_hooks = dict( + timer=dict(type='IterTimerHook'), + logger=dict(type='LoggerHook', interval=50, log_metric_by_epoch=False), + param_scheduler=dict(type='ParamSchedulerHook'), + checkpoint=dict(type='CheckpointHook', by_epoch=False, interval=interval), + sampler_seed=dict(type='DistSamplerSeedHook'), + visualization=dict(type='SegVisualizationHook')) diff --git a/projects/van/configs/van/van-b2_upernet_4xb2-160k_ade20k-512x512.py b/projects/van/configs/van/van-b2_upernet_4xb2-160k_ade20k-512x512.py new file mode 100644 index 0000000000..c529606a20 --- /dev/null +++ b/projects/van/configs/van/van-b2_upernet_4xb2-160k_ade20k-512x512.py @@ -0,0 +1,46 @@ +_base_ = [ + '../_base_/models/van_upernet.py', '../_base_/datasets/ade20k.py', + '../../../../configs/_base_/default_runtime.py', + '../../../../configs/_base_/schedules/schedule_160k.py' +] +custom_imports = dict(imports=['projects.van.backbones']) +ckpt_path = 'https://download.openmmlab.com/mmsegmentation/v0.5/van_3rdparty/van-b2_3rdparty_20230522-636fac93.pth' # noqa +model = dict( + type='EncoderDecoder', + backbone=dict( + embed_dims=[64, 128, 320, 512], + depths=[3, 3, 12, 3], + init_cfg=dict(type='Pretrained', checkpoint=ckpt_path)), + decode_head=dict(in_channels=[64, 128, 320, 512], num_classes=150), + auxiliary_head=dict(in_channels=320, num_classes=150)) + +# AdamW optimizer +# no weight decay for position embedding & layer norm in backbone +optim_wrapper = dict( + _delete_=True, + type='OptimWrapper', + optimizer=dict( + type='AdamW', lr=0.00006, betas=(0.9, 0.999), weight_decay=0.01), + clip_grad=None, + paramwise_cfg=dict( + custom_keys={ + 'absolute_pos_embed': dict(decay_mult=0.), + 'relative_position_bias_table': dict(decay_mult=0.), + 'norm': dict(decay_mult=0.) + })) +# learning policy +param_scheduler = [ + dict( + type='LinearLR', start_factor=1e-6, by_epoch=False, begin=0, end=1500), + dict( + type='PolyLR', + power=1.0, + begin=1500, + end=_base_.train_cfg.max_iters, + eta_min=0.0, + by_epoch=False, + ) +] + +# By default, models are trained on 8 GPUs with 2 images per GPU +train_dataloader = dict(batch_size=2) diff --git a/projects/van/configs/van/van-b3_fpn_8xb4-40k_ade20k-512x512.py b/projects/van/configs/van/van-b3_fpn_8xb4-40k_ade20k-512x512.py new file mode 100644 index 0000000000..b0493fe4f9 --- /dev/null +++ b/projects/van/configs/van/van-b3_fpn_8xb4-40k_ade20k-512x512.py @@ -0,0 +1,11 @@ +_base_ = './van-b2_fpn_8xb4-40k_ade20k-512x512.py' +ckpt_path = 'https://download.openmmlab.com/mmsegmentation/v0.5/van_3rdparty/van-b3_3rdparty_20230522-a184e051.pth' # noqa +model = dict( + type='EncoderDecoder', + backbone=dict( + embed_dims=[64, 128, 320, 512], + depths=[3, 5, 27, 3], + init_cfg=dict(type='Pretrained', checkpoint=ckpt_path), + drop_path_rate=0.3), + neck=dict(in_channels=[64, 128, 320, 512])) +train_dataloader = dict(batch_size=4) diff --git a/projects/van/configs/van/van-b3_upernet_4xb2-160k_ade20k-512x512.py b/projects/van/configs/van/van-b3_upernet_4xb2-160k_ade20k-512x512.py new file mode 100644 index 0000000000..8201801d99 --- /dev/null +++ b/projects/van/configs/van/van-b3_upernet_4xb2-160k_ade20k-512x512.py @@ -0,0 +1,8 @@ +_base_ = './van-b2_upernet_4xb2-160k_ade20k-512x512.py' +ckpt_path = 'https://download.openmmlab.com/mmsegmentation/v0.5/van_3rdparty/van-b3_3rdparty_20230522-a184e051.pth' # noqa +model = dict( + type='EncoderDecoder', + backbone=dict( + depths=[3, 5, 27, 3], + init_cfg=dict(type='Pretrained', checkpoint=ckpt_path), + drop_path_rate=0.3)) diff --git a/projects/van/configs/van/van-b4-in22kpre_upernet_4xb4-160k_ade20k-512x512.py b/projects/van/configs/van/van-b4-in22kpre_upernet_4xb4-160k_ade20k-512x512.py new file mode 100644 index 0000000000..15c8f7ca6e --- /dev/null +++ b/projects/van/configs/van/van-b4-in22kpre_upernet_4xb4-160k_ade20k-512x512.py @@ -0,0 +1,10 @@ +_base_ = './van-b2_upernet_4xb2-160k_ade20k-512x512.py' +ckpt_path = 'https://download.openmmlab.com/mmsegmentation/v0.5/van_3rdparty/van-b4-in22k_3rdparty_20230522-5e31cafb.pth' # noqa +model = dict( + backbone=dict( + depths=[3, 6, 40, 3], + init_cfg=dict(type='Pretrained', checkpoint=ckpt_path), + drop_path_rate=0.4)) + +# By default, models are trained on 8 GPUs with 2 images per GPU +train_dataloader = dict(batch_size=4) diff --git a/projects/van/configs/van/van-b4_upernet_4xb4-160k_ade20k-512x512.py b/projects/van/configs/van/van-b4_upernet_4xb4-160k_ade20k-512x512.py new file mode 100644 index 0000000000..33ae049d0c --- /dev/null +++ b/projects/van/configs/van/van-b4_upernet_4xb4-160k_ade20k-512x512.py @@ -0,0 +1,10 @@ +_base_ = './van-b2_upernet_4xb2-160k_ade20k-512x512.py' +ckpt_path = 'https://download.openmmlab.com/mmsegmentation/v0.5/van_3rdparty/van-b4_3rdparty_20230522-1d71c077.pth' # noqa +model = dict( + backbone=dict( + depths=[3, 6, 40, 3], + init_cfg=dict(type='Pretrained', checkpoint=ckpt_path), + drop_path_rate=0.4)) + +# By default, models are trained on 4 GPUs with 4 images per GPU +train_dataloader = dict(batch_size=4) diff --git a/projects/van/configs/van/van-b5-in22kpre_upernet_4xb2-160k_ade20k-512x512.py b/projects/van/configs/van/van-b5-in22kpre_upernet_4xb2-160k_ade20k-512x512.py new file mode 100644 index 0000000000..f36c6242bd --- /dev/null +++ b/projects/van/configs/van/van-b5-in22kpre_upernet_4xb2-160k_ade20k-512x512.py @@ -0,0 +1,10 @@ +_base_ = './van-b2_upernet_4xb2-160k_ade20k-512x512.py' +ckpt_path = 'https://download.openmmlab.com/mmsegmentation/v0.5/van_3rdparty/van-b5-in22k_3rdparty_20230522-b26134d7.pth' # noqa +model = dict( + backbone=dict( + embed_dims=[96, 192, 480, 768], + depths=[3, 3, 24, 3], + init_cfg=dict(type='Pretrained', checkpoint=ckpt_path), + drop_path_rate=0.4), + decode_head=dict(in_channels=[96, 192, 480, 768], num_classes=150), + auxiliary_head=dict(in_channels=480, num_classes=150)) diff --git a/projects/van/configs/van/van-b6-in22kpre_upernet_4xb2-160k_ade20k-512x512.py b/projects/van/configs/van/van-b6-in22kpre_upernet_4xb2-160k_ade20k-512x512.py new file mode 100644 index 0000000000..aa529efed8 --- /dev/null +++ b/projects/van/configs/van/van-b6-in22kpre_upernet_4xb2-160k_ade20k-512x512.py @@ -0,0 +1,10 @@ +_base_ = './van-b2_upernet_4xb2-160k_ade20k-512x512.py' +ckpt_path = 'https://download.openmmlab.com/mmsegmentation/v0.5/van_3rdparty/van-b6-in22k_3rdparty_20230522-5e5172a3.pth' # noqa +model = dict( + backbone=dict( + embed_dims=[96, 192, 384, 768], + depths=[6, 6, 90, 6], + init_cfg=dict(type='Pretrained', checkpoint=ckpt_path), + drop_path_rate=0.5), + decode_head=dict(in_channels=[96, 192, 384, 768], num_classes=150), + auxiliary_head=dict(in_channels=384, num_classes=150)) diff --git a/requirements/albu.txt b/requirements/albu.txt new file mode 100644 index 0000000000..f421fbbdc4 --- /dev/null +++ b/requirements/albu.txt @@ -0,0 +1 @@ +albumentations>=0.3.2 --no-binary qudida,albumentations diff --git a/requirements/docs.txt b/requirements/docs.txt index 8e98c16fc7..19632d36ab 100644 --- a/requirements/docs.txt +++ b/requirements/docs.txt @@ -4,3 +4,4 @@ myst-parser sphinx==4.0.2 sphinx_copybutton sphinx_markdown_tables +urllib3<2.0.0 diff --git a/setup.cfg b/setup.cfg index dc5ea07111..2ea07600c0 100644 --- a/setup.cfg +++ b/setup.cfg @@ -16,4 +16,4 @@ default_section = THIRDPARTY skip = *.po,*.ts,*.ipynb count = quiet-level = 3 -ignore-words-list = formating,sur,hist,dota,warmup +ignore-words-list = formating,sur,hist,dota,warmup,damon diff --git a/setup.py b/setup.py index a117afae7b..7316ed1c84 100755 --- a/setup.py +++ b/setup.py @@ -123,7 +123,7 @@ def add_mim_extension(): else: return - filenames = ['tools', 'configs', 'model-index.yml'] + filenames = ['tools', 'configs', 'model-index.yml', 'dataset-index.yml'] repo_path = osp.dirname(__file__) mim_path = osp.join(repo_path, 'mmseg', '.mim') os.makedirs(mim_path, exist_ok=True) diff --git a/tests/data/dsdl_seg/config.py b/tests/data/dsdl_seg/config.py new file mode 100755 index 0000000000..8eed751c2f --- /dev/null +++ b/tests/data/dsdl_seg/config.py @@ -0,0 +1,13 @@ +# Copyright (c) OpenMMLab. All rights reserved. +local = dict( + type='LocalFileReader', + working_dir='/nvme/share_data/VOC2012', +) + +ali_oss = dict( + type='AliOSSFileReader', + access_key_secret='your secret key of aliyun oss', + endpoint='your endpoint of aliyun oss', + access_key_id='your access key of aliyun oss', + bucket_name='your bucket name of aliyun oss', + working_dir='the relative path of your media dir in the bucket') diff --git a/tests/data/dsdl_seg/defs/class-dom.yaml b/tests/data/dsdl_seg/defs/class-dom.yaml new file mode 100755 index 0000000000..e5dd598c4a --- /dev/null +++ b/tests/data/dsdl_seg/defs/class-dom.yaml @@ -0,0 +1,24 @@ +$dsdl-version: "0.5.0" +VOCClassDom: + $def: class_domain + classes: + - aeroplane + - bicycle + - bird + - boat + - bottle + - bus + - car + - cat + - chair + - cow + - diningtable + - dog + - horse + - motorbike + - person + - pottedplant + - sheep + - sofa + - train + - tvmonitor diff --git a/tests/data/dsdl_seg/defs/segmentation-def.yaml b/tests/data/dsdl_seg/defs/segmentation-def.yaml new file mode 100755 index 0000000000..057139ed57 --- /dev/null +++ b/tests/data/dsdl_seg/defs/segmentation-def.yaml @@ -0,0 +1,15 @@ +$dsdl-version: "0.5.0" + +ImageMedia: + $def: struct + $fields: + image: Image + image_shape: ImageShape + +SegmentationSample: + $def: struct + $params: ['cdom'] + $fields: + media: ImageMedia + label_map: LabelMap[dom=$cdom] + instance_map: InstanceMap diff --git a/tests/data/dsdl_seg/set-train/train.yaml b/tests/data/dsdl_seg/set-train/train.yaml new file mode 100755 index 0000000000..69872445a5 --- /dev/null +++ b/tests/data/dsdl_seg/set-train/train.yaml @@ -0,0 +1,15 @@ +$dsdl-version: "0.5.0" +$import: + - ../defs/segmentation-def + - ../defs/class-dom +meta: + dataset_name: "VOC2012" + sub_dataset_name: "train" + task_type: "Segmentation" + dataset_homepage: "http://host.robots.ox.ac.uk/pascal/VOC/voc2012/index.html" + dataset_publisher: "University of Leeds | ETHZ, Zurich | University of Edinburgh\ + \ |Microsoft Research Cambridge | University of Oxford" + OpenDataLab_address: "https://opendatalab.com/PASCAL_VOC2012/download" +data: + sample-type: SegmentationSample[cdom=VOCClassDom] + sample-path: train_samples.json diff --git a/tests/data/dsdl_seg/set-train/train_samples.json b/tests/data/dsdl_seg/set-train/train_samples.json new file mode 100755 index 0000000000..559f584572 --- /dev/null +++ b/tests/data/dsdl_seg/set-train/train_samples.json @@ -0,0 +1 @@ +{"samples": [{"media": {"image": "JPEGImages/2007_000032.jpg", "image_shape": [281, 500]}, "label_map": "SegmentationClass/2007_000032.png", "instance_map": "SegmentationObject/2007_000032.png"}, {"media": {"image": "JPEGImages/2007_000039.jpg", "image_shape": [375, 500]}, "label_map": "SegmentationClass/2007_000039.png", "instance_map": "SegmentationObject/2007_000039.png"}, {"media": {"image": "JPEGImages/2007_000063.jpg", "image_shape": [375, 500]}, "label_map": "SegmentationClass/2007_000063.png", "instance_map": "SegmentationObject/2007_000063.png"}]} diff --git a/tests/test_apis/test_inferencer.py b/tests/test_apis/test_inferencer.py index 497eae4a01..663680976e 100644 --- a/tests/test_apis/test_inferencer.py +++ b/tests/test_apis/test_inferencer.py @@ -5,7 +5,6 @@ import torch import torch.nn as nn from mmengine import ConfigDict -from torch.utils.data import DataLoader, Dataset from mmseg.apis import MMSegInferencer from mmseg.models import EncoderDecoder @@ -46,33 +45,8 @@ def __init__(self, **kwargs): super().__init__(**kwargs) -class ExampleDataset(Dataset): - - def __init__(self) -> None: - super().__init__() - self.pipeline = [ - dict(type='LoadImageFromFile'), - dict(type='LoadAnnotations'), - dict(type='PackSegInputs') - ] - - def __getitem__(self, idx): - return dict(img=torch.tensor([1]), img_metas=dict()) - - def __len__(self): - return 1 - - def test_inferencer(): register_all_modules() - test_dataset = ExampleDataset() - data_loader = DataLoader( - test_dataset, - batch_size=1, - sampler=None, - num_workers=0, - shuffle=False, - ) visualizer = dict( type='SegLocalVisualizer', @@ -87,7 +61,14 @@ def test_inferencer(): decode_head=dict(type='InferExampleHead'), test_cfg=dict(mode='whole')), visualizer=visualizer, - test_dataloader=data_loader) + test_dataloader=dict( + dataset=dict( + type='ExampleDataset', + pipeline=[ + dict(type='LoadImageFromFile'), + dict(type='LoadAnnotations'), + dict(type='PackSegInputs') + ]), )) cfg = ConfigDict(cfg_dict) model = MODELS.build(cfg.model) diff --git a/tests/test_config.py b/tests/test_config.py index 13de460181..07b93b319f 100644 --- a/tests/test_config.py +++ b/tests/test_config.py @@ -92,7 +92,11 @@ def test_config_data_pipeline(): del config_mod.train_pipeline[0] del config_mod.test_pipeline[0] # remove loading annotation in test pipeline - del config_mod.test_pipeline[-2] + load_anno_idx = -1 + for i in range(len(config_mod.test_pipeline)): + if config_mod.test_pipeline[i].type == 'LoadAnnotations': + load_anno_idx = i + del config_mod.test_pipeline[load_anno_idx] train_pipeline = Compose(config_mod.train_pipeline) test_pipeline = Compose(config_mod.test_pipeline) @@ -110,22 +114,27 @@ def test_config_data_pipeline(): ori_shape=img.shape, gt_seg_map=seg) results['seg_fields'] = ['gt_seg_map'] - + _check_concat_cd_input(config_mod, results) print(f'Test training data pipeline: \n{train_pipeline!r}') output_results = train_pipeline(results) assert output_results is not None - results = dict( - filename='test_img.png', - ori_filename='test_img.png', - img=img, - img_shape=img.shape, - ori_shape=img.shape) + _check_concat_cd_input(config_mod, results) print(f'Test testing data pipeline: \n{test_pipeline!r}') output_results = test_pipeline(results) assert output_results is not None +def _check_concat_cd_input(config_mod: Config, results: dict): + keys = [] + pipeline = config_mod.train_pipeline.copy() + pipeline.extend(config_mod.test_pipeline) + for t in pipeline: + keys.append(t.type) + if 'ConcatCDInput' in keys: + results.update({'img2': results['img']}) + + def _check_decode_head(decode_head_cfg, decode_head): if isinstance(decode_head_cfg, list): assert isinstance(decode_head, nn.ModuleList) diff --git a/tests/test_datasets/test_dataset.py b/tests/test_datasets/test_dataset.py index db4a779906..219108c7be 100644 --- a/tests/test_datasets/test_dataset.py +++ b/tests/test_datasets/test_dataset.py @@ -6,14 +6,19 @@ import pytest from mmseg.datasets import (ADE20KDataset, BaseSegDataset, CityscapesDataset, - COCOStuffDataset, DecathlonDataset, ISPRSDataset, - LIPDataset, LoveDADataset, MapillaryDataset_v1, - MapillaryDataset_v2, PascalVOCDataset, - PotsdamDataset, REFUGEDataset, SynapseDataset, - iSAIDDataset) + COCOStuffDataset, DecathlonDataset, DSDLSegDataset, + ISPRSDataset, LIPDataset, LoveDADataset, + MapillaryDataset_v1, MapillaryDataset_v2, + PascalVOCDataset, PotsdamDataset, REFUGEDataset, + SynapseDataset, iSAIDDataset) from mmseg.registry import DATASETS from mmseg.utils import get_classes, get_palette +try: + from dsdl.dataset import DSDLDataset +except ImportError: + DSDLDataset = None + def test_classes(): assert list( @@ -433,3 +438,13 @@ def test_custom_dataset_custom_palette(): ann_file=tempfile.mkdtemp(), metainfo=dict(classes=('bus', 'car'), palette=[[200, 200, 200]]), lazy_init=True) + + +def test_dsdlseg_dataset(): + if DSDLDataset is not None: + dataset = DSDLSegDataset( + data_root='tests/data/dsdl_seg', ann_file='set-train/train.yaml') + assert len(dataset) == 3 + assert len(dataset.metainfo['classes']) == 21 + else: + ImportWarning('Package `dsdl` is not installed.') diff --git a/tests/test_datasets/test_transform.py b/tests/test_datasets/test_transform.py index 92d6c6106d..239b3842b2 100644 --- a/tests/test_datasets/test_transform.py +++ b/tests/test_datasets/test_transform.py @@ -1160,3 +1160,61 @@ def test_biomedical_3d_flip(): results = transform(results) assert np.equal(original_img, results['img']).all() assert np.equal(original_seg, results['gt_seg_map']).all() + + +def test_albu_transform(): + results = dict( + img_path=osp.join(osp.dirname(__file__), '../data/color.jpg')) + + # Define simple pipeline + load = dict(type='LoadImageFromFile') + load = TRANSFORMS.build(load) + + albu_transform = dict( + type='Albu', transforms=[dict(type='ChannelShuffle', p=1)]) + albu_transform = TRANSFORMS.build(albu_transform) + + normalize = dict(type='Normalize', mean=[0] * 3, std=[0] * 3, to_rgb=True) + normalize = TRANSFORMS.build(normalize) + + # Execute transforms + results = load(results) + results = albu_transform(results) + results = normalize(results) + + assert results['img'].dtype == np.float32 + + +def test_albu_channel_order(): + results = dict( + img_path=osp.join(osp.dirname(__file__), '../data/color.jpg')) + + # Define simple pipeline + load = dict(type='LoadImageFromFile') + load = TRANSFORMS.build(load) + + # Transform is modifying B channel + albu_transform = dict( + type='Albu', + transforms=[ + dict( + type='RGBShift', + r_shift_limit=0, + g_shift_limit=0, + b_shift_limit=200, + p=1) + ]) + albu_transform = TRANSFORMS.build(albu_transform) + + # Execute transforms + results_load = load(results) + results_albu = albu_transform(results_load) + + # assert only Green and Red channel are not modified + np.testing.assert_array_equal(results_albu['img'][..., 1:], + results_load['img'][..., 1:]) + + # assert Blue channel is modified + with pytest.raises(AssertionError): + np.testing.assert_array_equal(results_albu['img'][..., 0], + results_load['img'][..., 0]) diff --git a/tests/test_models/test_losses/test_dice_loss.py b/tests/test_models/test_losses/test_dice_loss.py new file mode 100644 index 0000000000..4095a6ad2d --- /dev/null +++ b/tests/test_models/test_losses/test_dice_loss.py @@ -0,0 +1,59 @@ +# Copyright (c) OpenMMLab. All rights reserved. +import pytest +import torch + +from mmseg.models.losses import DiceLoss + + +@pytest.mark.parametrize('naive_dice', [True, False]) +def test_dice_loss(naive_dice): + loss_class = DiceLoss + pred = torch.rand((10, 4, 4)) + target = torch.rand((10, 4, 4)) + weight = torch.rand(10) + + # Test loss forward + loss = loss_class(naive_dice=naive_dice)(pred, target) + assert isinstance(loss, torch.Tensor) + + # Test loss forward with weight + loss = loss_class(naive_dice=naive_dice)(pred, target, weight) + assert isinstance(loss, torch.Tensor) + + # Test loss forward with reduction_override + loss = loss_class(naive_dice=naive_dice)( + pred, target, reduction_override='mean') + assert isinstance(loss, torch.Tensor) + + # Test loss forward with avg_factor + loss = loss_class(naive_dice=naive_dice)(pred, target, avg_factor=10) + assert isinstance(loss, torch.Tensor) + + with pytest.raises(ValueError): + # loss can evaluate with avg_factor only if + # reduction is None, 'none' or 'mean'. + reduction_override = 'sum' + loss_class(naive_dice=naive_dice)( + pred, target, avg_factor=10, reduction_override=reduction_override) + + # Test loss forward with avg_factor and reduction + for reduction_override in [None, 'none', 'mean']: + loss_class(naive_dice=naive_dice)( + pred, target, avg_factor=10, reduction_override=reduction_override) + assert isinstance(loss, torch.Tensor) + + # Test loss forward with has_acted=False and use_sigmoid=False + with pytest.raises(NotImplementedError): + loss_class( + use_sigmoid=False, activate=True, naive_dice=naive_dice)(pred, + target) + + # Test loss forward with weight.ndim != loss.ndim + with pytest.raises(AssertionError): + weight = torch.rand((2, 8)) + loss_class(naive_dice=naive_dice)(pred, target, weight) + + # Test loss forward with len(weight) != len(pred) + with pytest.raises(AssertionError): + weight = torch.rand(8) + loss_class(naive_dice=naive_dice)(pred, target, weight) diff --git a/tests/test_models/test_losses/test_huasdorff_distance_loss.py b/tests/test_models/test_losses/test_huasdorff_distance_loss.py new file mode 100644 index 0000000000..29c2732d3f --- /dev/null +++ b/tests/test_models/test_losses/test_huasdorff_distance_loss.py @@ -0,0 +1,29 @@ +# Copyright (c) OpenMMLab. All rights reserved. +import pytest +import torch + +from mmseg.models.losses import HuasdorffDisstanceLoss + + +def test_huasdorff_distance_loss(): + loss_class = HuasdorffDisstanceLoss + pred = torch.rand((10, 8, 6, 6)) + target = torch.rand((10, 6, 6)) + class_weight = torch.rand(8) + + # Test loss forward + loss = loss_class()(pred, target) + assert isinstance(loss, torch.Tensor) + + # Test loss forward with avg_factor + loss = loss_class()(pred, target, avg_factor=10) + assert isinstance(loss, torch.Tensor) + + # Test loss forward with avg_factor and reduction is None, 'sum' and 'mean' + for reduction in [None, 'sum', 'mean']: + loss = loss_class()(pred, target, avg_factor=10, reduction=reduction) + assert isinstance(loss, torch.Tensor) + + # Test loss forward with class_weight + with pytest.raises(AssertionError): + loss_class(class_weight=class_weight)(pred, target) diff --git a/tests/test_models/test_segmentors/test_seg_tta_model.py b/tests/test_models/test_segmentors/test_seg_tta_model.py index 3c9699e8df..1e152ed056 100644 --- a/tests/test_models/test_segmentors/test_seg_tta_model.py +++ b/tests/test_models/test_segmentors/test_seg_tta_model.py @@ -1,4 +1,6 @@ # Copyright (c) OpenMMLab. All rights reserved. +import tempfile + import torch from mmengine import ConfigDict from mmengine.model import BaseTTAModel @@ -37,7 +39,8 @@ def test_encoder_decoder_tta(): ori_shape=(10, 10), img_shape=(10 + i, 10 + i), flip=(i % 2 == 0), - flip_direction=flip_direction), + flip_direction=flip_direction, + img_path=tempfile.mktemp()), gt_sem_seg=PixelData(data=torch.randint(0, 19, (1, 10, 10)))) ]) diff --git a/tools/dataset_converters/isaid.py b/tools/dataset_converters/isaid.py index 1da264d975..1d5ccd9c77 100644 --- a/tools/dataset_converters/isaid.py +++ b/tools/dataset_converters/isaid.py @@ -91,7 +91,7 @@ def slide_crop_image(src_path, out_dir, mode, patch_H, patch_W, overlap): x_end) + '.png' # print(image) save_path_image = osp.join(out_dir, 'img_dir', mode, str(image)) - img_patch.save(save_path_image) + img_patch.save(save_path_image, format='BMP') def slide_crop_label(src_path, out_dir, mode, patch_H, patch_W, overlap): diff --git a/tools/dataset_converters/levircd.py b/tools/dataset_converters/levircd.py new file mode 100644 index 0000000000..8717f3e856 --- /dev/null +++ b/tools/dataset_converters/levircd.py @@ -0,0 +1,99 @@ +# Copyright (c) OpenMMLab. All rights reserved. +import argparse +import glob +import math +import os +import os.path as osp + +import mmcv +import numpy as np +from mmengine.utils import ProgressBar + + +def parse_args(): + parser = argparse.ArgumentParser( + description='Convert levir-cd dataset to mmsegmentation format') + parser.add_argument('--dataset_path', help='potsdam folder path') + parser.add_argument('-o', '--out_dir', help='output path') + parser.add_argument( + '--clip_size', + type=int, + help='clipped size of image after preparation', + default=256) + parser.add_argument( + '--stride_size', + type=int, + help='stride of clipping original images', + default=256) + args = parser.parse_args() + return args + + +def main(): + args = parse_args() + input_folder = args.dataset_path + png_files = glob.glob( + os.path.join(input_folder, '**/*.png'), recursive=True) + output_folder = args.out_dir + prog_bar = ProgressBar(len(png_files)) + for png_file in png_files: + new_path = os.path.join( + output_folder, + os.path.relpath(os.path.dirname(png_file), input_folder)) + os.makedirs(os.path.dirname(new_path), exist_ok=True) + label = False + if 'label' in png_file: + label = True + clip_big_image(png_file, new_path, args, label) + prog_bar.update() + + +def clip_big_image(image_path, clip_save_dir, args, to_label=False): + image = mmcv.imread(image_path) + + h, w, c = image.shape + clip_size = args.clip_size + stride_size = args.stride_size + + num_rows = math.ceil((h - clip_size) / stride_size) if math.ceil( + (h - clip_size) / + stride_size) * stride_size + clip_size >= h else math.ceil( + (h - clip_size) / stride_size) + 1 + num_cols = math.ceil((w - clip_size) / stride_size) if math.ceil( + (w - clip_size) / + stride_size) * stride_size + clip_size >= w else math.ceil( + (w - clip_size) / stride_size) + 1 + + x, y = np.meshgrid(np.arange(num_cols + 1), np.arange(num_rows + 1)) + xmin = x * clip_size + ymin = y * clip_size + + xmin = xmin.ravel() + ymin = ymin.ravel() + xmin_offset = np.where(xmin + clip_size > w, w - xmin - clip_size, + np.zeros_like(xmin)) + ymin_offset = np.where(ymin + clip_size > h, h - ymin - clip_size, + np.zeros_like(ymin)) + boxes = np.stack([ + xmin + xmin_offset, ymin + ymin_offset, + np.minimum(xmin + clip_size, w), + np.minimum(ymin + clip_size, h) + ], + axis=1) + + if to_label: + image[image == 255] = 1 + image = image[:, :, 0] + for box in boxes: + start_x, start_y, end_x, end_y = box + clipped_image = image[start_y:end_y, start_x:end_x] \ + if to_label else image[start_y:end_y, start_x:end_x, :] + idx = osp.basename(image_path).split('.')[0] + mmcv.imwrite( + clipped_image.astype(np.uint8), + osp.join(clip_save_dir, + f'{idx}_{start_x}_{start_y}_{end_x}_{end_y}.png')) + + +if __name__ == '__main__': + main() diff --git a/tools/test.py b/tools/test.py index 058fdfc864..0d7f39b3a8 100644 --- a/tools/test.py +++ b/tools/test.py @@ -68,8 +68,8 @@ def trigger_visualization_hook(cfg, args): visualization_hook['show'] = True visualization_hook['wait_time'] = args.wait_time if args.show_dir: - visulizer = cfg.visualizer - visulizer['save_dir'] = args.show_dir + visualizer = cfg.visualizer + visualizer['save_dir'] = args.show_dir else: raise RuntimeError( 'VisualizationHook must be included in default_hooks.'