global_total_case_top.ipynb

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    "colab": {
      "name": "global_total_case_top.ipynb",
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      "authorship_tag": "ABX9TyOMZ4gxN1n2PCado5S1CCFa",
      "include_colab_link": true
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      "name": "python3",
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  "cells": [
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "view-in-github",
        "colab_type": "text"
      },
      "source": [
        "<a href=\"https://colab.research.google.com/github/nagae/ICL_B_2021/blob/main/global_total_case_top.ipynb\" target=\"_parent\"><img src=\"https://colab.research.google.com/assets/colab-badge.svg\" alt=\"Open In Colab\"/></a>"
      ]
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    {
      "cell_type": "markdown",
      "metadata": {
        "id": "MlfoXbGY5EqH"
      },
      "source": [
        "# 感染者の多い国の感染者数の変化をプロット\n",
        "世界編のサンプルです． 累積感染者の多い国について，感染者数の変化を片対数グラフで表示します．\n",
        "複数の国のデータを重ねてプロットする方法と， subplot を使ってタイル状に配置する方法を両方示しています．"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 623
        },
        "id": "ydCoQe4h1U7C",
        "outputId": "32d889ac-5b38-49ce-bcaf-58a572c0acfd"
      },
      "source": [
        "# 必要なモジュールのインポート\n",
        "import numpy as np\n",
        "import pandas as pd\n",
        "from matplotlib import pyplot as plt, dates as mdates\n",
        "import datetime\n",
        "# CSVをデータフレームに読み込む（ちょっと重い）\n",
        "global_df = pd.read_csv('https://covid.ourworldindata.org/data/owid-covid-data.csv')\n",
        "# 年-月-日の文字列で記載されている年月日を datetime 型に変更\n",
        "global_df[\"date\"]=pd.to_datetime(global_df[\"date\"], format=\"%Y-%m-%d\")\n",
        "# 県別でも扱ったマルチインデックスとして整形\n",
        "global_df = global_df.set_index([\"location\", \"date\"])\n",
        "# 国名でない地域名\n",
        "area_list = ['World', 'Asia', 'Europe', 'North America', 'European Union', 'South America', 'Africa']\n",
        "global_df = global_df.drop(index=area_list) # 地域名を取り除く(取り除きたくない場合はこの行をコメントアウト)\n",
        "global_df # global_df の概観を表示"
      ],
      "execution_count": 1,
      "outputs": [
        {
          "output_type": "execute_result",
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              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th rowspan=\"5\" valign=\"top\">Zimbabwe</th>\n",
              "      <th>2021-05-19</th>\n",
              "      <td>ZWE</td>\n",
              "      <td>Africa</td>\n",
              "      <td>38612.0</td>\n",
              "      <td>17.0</td>\n",
              "      <td>20.857</td>\n",
              "      <td>1583.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.571</td>\n",
              "      <td>2597.873</td>\n",
              "      <td>1.144</td>\n",
              "      <td>1.403</td>\n",
              "      <td>106.507</td>\n",
              "      <td>0.000</td>\n",
              "      <td>0.038</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>3113.0</td>\n",
              "      <td>530325.0</td>\n",
              "      <td>35.681</td>\n",
              "      <td>0.209</td>\n",
              "      <td>2032.0</td>\n",
              "      <td>0.137</td>\n",
              "      <td>0.01</td>\n",
              "      <td>97.4</td>\n",
              "      <td>tests performed</td>\n",
              "      <td>844684.0</td>\n",
              "      <td>605556.0</td>\n",
              "      <td>239128.0</td>\n",
              "      <td>12730.0</td>\n",
              "      <td>16331.0</td>\n",
              "      <td>5.68</td>\n",
              "      <td>4.07</td>\n",
              "      <td>1.61</td>\n",
              "      <td>1099.0</td>\n",
              "      <td>NaN</td>\n",
              "      <td>14862927.0</td>\n",
              "      <td>42.729</td>\n",
              "      <td>19.6</td>\n",
              "      <td>2.822</td>\n",
              "      <td>1.882</td>\n",
              "      <td>1899.775</td>\n",
              "      <td>21.4</td>\n",
              "      <td>307.846</td>\n",
              "      <td>1.82</td>\n",
              "      <td>1.6</td>\n",
              "      <td>30.7</td>\n",
              "      <td>36.791</td>\n",
              "      <td>1.7</td>\n",
              "      <td>61.49</td>\n",
              "      <td>0.571</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2021-05-20</th>\n",
              "      <td>ZWE</td>\n",
              "      <td>Africa</td>\n",
              "      <td>38635.0</td>\n",
              "      <td>23.0</td>\n",
              "      <td>20.571</td>\n",
              "      <td>1585.0</td>\n",
              "      <td>2.0</td>\n",
              "      <td>0.429</td>\n",
              "      <td>2599.421</td>\n",
              "      <td>1.547</td>\n",
              "      <td>1.384</td>\n",
              "      <td>106.641</td>\n",
              "      <td>0.135</td>\n",
              "      <td>0.029</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>2134.0</td>\n",
              "      <td>532459.0</td>\n",
              "      <td>35.825</td>\n",
              "      <td>0.144</td>\n",
              "      <td>1985.0</td>\n",
              "      <td>0.134</td>\n",
              "      <td>0.01</td>\n",
              "      <td>96.5</td>\n",
              "      <td>tests performed</td>\n",
              "      <td>867396.0</td>\n",
              "      <td>615296.0</td>\n",
              "      <td>252100.0</td>\n",
              "      <td>22712.0</td>\n",
              "      <td>16482.0</td>\n",
              "      <td>5.84</td>\n",
              "      <td>4.14</td>\n",
              "      <td>1.70</td>\n",
              "      <td>1109.0</td>\n",
              "      <td>NaN</td>\n",
              "      <td>14862927.0</td>\n",
              "      <td>42.729</td>\n",
              "      <td>19.6</td>\n",
              "      <td>2.822</td>\n",
              "      <td>1.882</td>\n",
              "      <td>1899.775</td>\n",
              "      <td>21.4</td>\n",
              "      <td>307.846</td>\n",
              "      <td>1.82</td>\n",
              "      <td>1.6</td>\n",
              "      <td>30.7</td>\n",
              "      <td>36.791</td>\n",
              "      <td>1.7</td>\n",
              "      <td>61.49</td>\n",
              "      <td>0.571</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2021-05-21</th>\n",
              "      <td>ZWE</td>\n",
              "      <td>Africa</td>\n",
              "      <td>38664.0</td>\n",
              "      <td>29.0</td>\n",
              "      <td>18.429</td>\n",
              "      <td>1586.0</td>\n",
              "      <td>1.0</td>\n",
              "      <td>0.571</td>\n",
              "      <td>2601.372</td>\n",
              "      <td>1.951</td>\n",
              "      <td>1.240</td>\n",
              "      <td>106.708</td>\n",
              "      <td>0.067</td>\n",
              "      <td>0.038</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>887928.0</td>\n",
              "      <td>624665.0</td>\n",
              "      <td>263263.0</td>\n",
              "      <td>20532.0</td>\n",
              "      <td>16098.0</td>\n",
              "      <td>5.97</td>\n",
              "      <td>4.20</td>\n",
              "      <td>1.77</td>\n",
              "      <td>1083.0</td>\n",
              "      <td>NaN</td>\n",
              "      <td>14862927.0</td>\n",
              "      <td>42.729</td>\n",
              "      <td>19.6</td>\n",
              "      <td>2.822</td>\n",
              "      <td>1.882</td>\n",
              "      <td>1899.775</td>\n",
              "      <td>21.4</td>\n",
              "      <td>307.846</td>\n",
              "      <td>1.82</td>\n",
              "      <td>1.6</td>\n",
              "      <td>30.7</td>\n",
              "      <td>36.791</td>\n",
              "      <td>1.7</td>\n",
              "      <td>61.49</td>\n",
              "      <td>0.571</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2021-05-22</th>\n",
              "      <td>ZWE</td>\n",
              "      <td>Africa</td>\n",
              "      <td>38679.0</td>\n",
              "      <td>15.0</td>\n",
              "      <td>17.857</td>\n",
              "      <td>1586.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.571</td>\n",
              "      <td>2602.381</td>\n",
              "      <td>1.009</td>\n",
              "      <td>1.201</td>\n",
              "      <td>106.708</td>\n",
              "      <td>0.000</td>\n",
              "      <td>0.038</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>14862927.0</td>\n",
              "      <td>42.729</td>\n",
              "      <td>19.6</td>\n",
              "      <td>2.822</td>\n",
              "      <td>1.882</td>\n",
              "      <td>1899.775</td>\n",
              "      <td>21.4</td>\n",
              "      <td>307.846</td>\n",
              "      <td>1.82</td>\n",
              "      <td>1.6</td>\n",
              "      <td>30.7</td>\n",
              "      <td>36.791</td>\n",
              "      <td>1.7</td>\n",
              "      <td>61.49</td>\n",
              "      <td>0.571</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2021-05-23</th>\n",
              "      <td>ZWE</td>\n",
              "      <td>Africa</td>\n",
              "      <td>38682.0</td>\n",
              "      <td>3.0</td>\n",
              "      <td>17.429</td>\n",
              "      <td>1586.0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0.571</td>\n",
              "      <td>2602.583</td>\n",
              "      <td>0.202</td>\n",
              "      <td>1.173</td>\n",
              "      <td>106.708</td>\n",
              "      <td>0.000</td>\n",
              "      <td>0.038</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>14862927.0</td>\n",
              "      <td>42.729</td>\n",
              "      <td>19.6</td>\n",
              "      <td>2.822</td>\n",
              "      <td>1.882</td>\n",
              "      <td>1899.775</td>\n",
              "      <td>21.4</td>\n",
              "      <td>307.846</td>\n",
              "      <td>1.82</td>\n",
              "      <td>1.6</td>\n",
              "      <td>30.7</td>\n",
              "      <td>36.791</td>\n",
              "      <td>1.7</td>\n",
              "      <td>61.49</td>\n",
              "      <td>0.571</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "<p>87371 rows × 57 columns</p>\n",
              "</div>"
            ],
            "text/plain": [
              "                       iso_code  ... human_development_index\n",
              "location    date                 ...                        \n",
              "Afghanistan 2020-02-24      AFG  ...                   0.511\n",
              "            2020-02-25      AFG  ...                   0.511\n",
              "            2020-02-26      AFG  ...                   0.511\n",
              "            2020-02-27      AFG  ...                   0.511\n",
              "            2020-02-28      AFG  ...                   0.511\n",
              "...                         ...  ...                     ...\n",
              "Zimbabwe    2021-05-19      ZWE  ...                   0.571\n",
              "            2021-05-20      ZWE  ...                   0.571\n",
              "            2021-05-21      ZWE  ...                   0.571\n",
              "            2021-05-22      ZWE  ...                   0.571\n",
              "            2021-05-23      ZWE  ...                   0.571\n",
              "\n",
              "[87371 rows x 57 columns]"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 1
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 341
        },
        "id": "IIU8D1TY1Vpi",
        "outputId": "6d5813ae-6041-4210-f9bf-4477b0b781ba"
      },
      "source": [
        "rank = 5 # 取得範囲を上位5カ国とする\n",
        "# 累積感染者数の多い国を取得\n",
        "country_set = global_df.groupby(\"location\")[\"total_cases\"].last().sort_values(ascending=False).head(rank).index\n",
        "# 一枚のグラフに重ねてプロットする場合\n",
        "for country in country_set:\n",
        "    plt.plot(global_df.loc[country][\"total_cases\"], label=country) # 累積感染者数をプロット\n",
        "    plt.yscale('log') # y軸を対数に\n",
        "plt.title(\"total cases\") # タイトルを設定\n",
        "plt.legend() # 凡例を表示\n",
        "plt.xticks(rotation=45, ha=\"right\") # x軸のラベルを45度回転\n",
        "plt.show()"
      ],
      "execution_count": 2,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "(array([737425., 737485., 737546., 737607., 737669., 737730., 737791.,\n",
              "        737850., 737911.]), <a list of 9 Text major ticklabel objects>)"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 2
        },
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 432x288 with 1 Axes>"
            ]
          },
          "metadata": {
            "tags": [],
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 693
        },
        "id": "M4V3Ctjc4Dah",
        "outputId": "0730e87b-5a73-4bd0-bfe5-71b9a4b6de95"
      },
      "source": [
        "# 国別の図をタイル状に配置する場合\n",
        "cols = 3 # 列数\n",
        "rows = np.ceil(len(country_set) / cols).astype(int) # 行数\n",
        "fig, ax = plt.subplots(rows, cols, figsize=(8*cols, 6*rows)) # 空タイルを配置\n",
        "# 上位5カ国について累積感染者数の変化をプロット\n",
        "for cid, country in enumerate(country_set):\n",
        "    r, c = cid // cols, cid % cols # 配置するタイルの位置を指定\n",
        "    ax[r][c].plot(global_df.loc[country][\"total_cases\"])  # 累積感染者数をプロット\n",
        "    ax[r][c].set_yscale('log') # y軸を対数に\n",
        "    ax[r][c].set_title(country) # タイトルを設定\n",
        "    plt.setp(ax[r][c].get_xticklabels(), rotation=45, ha=\"right\") # x軸のラベルを45度回転\n",
        "plt.show()"
      ],
      "execution_count": 5,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 1728x864 with 6 Axes>"
            ]
          },
          "metadata": {
            "tags": [],
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "TGJ4bbcW5sI_"
      },
      "source": [
        ""
      ],
      "execution_count": null,
      "outputs": []
    }
  ]
}