This repository contains a dataset documenting 7x7 oscillators in Conway's Game of Life. It is currently a work in progress, with ongoing updates and additions. The oscillators in the dataset have a maximum period of 15 generations, with the grid border extending to infinity. The dataset tracks the maximum checked value and provides insights into the behavior of oscillators within the cellular automaton.
- oscillators_7x7_dataset.txt: The dataset containing the 7x7 oscillators.
- conway_game_of_life_oscillator_database_generator.ipynb: Jupyter Notebook for generating the dataset of Conway's Game of Life oscillators.
- conway_oscillators_data_processing.py: Utility functions for processing and manipulating data related to oscillators in Conway's Game of Life.
- oscillators_dataset_raw.py: A raw version of the dataset.
To use this dataset: The oscillators are represented as 0s for dead cells and 1s for alive cells.
- Clone the repository:
git clone https://github.com/cayscays/oscillators-7x7-dataset-game-of-life.git - Navigate to the repository directory.
- Explore the dataset file: oscillators_7x7_dataset.txt and utilize the provided Jupyter Notebook for generating additional data.
Conway's Game of Life is a cellular automaton devised by the mathematician John Horton Conway. It is characterized by simple rules yet capable of generating intricate and complex behaviors. It consists of a grid of cells, each of which can be in one of two states: alive or dead. The state of each cell evolves over time based on its neighbors' states.
A neural network I trained on this dataset.
Thank you for reviewing my oscillators dataset!
Created by cayscays.