Corona_Rolling.ipynb

corona_rolling.ipynb

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      "cell_type": "markdown",
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        "id": "view-in-github",
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      "source": [
        "<a href=\"https://colab.research.google.com/gist/dennisheitmann/c775f55a0925b2e9b5116376232dc905/corona_rolling.ipynb\" target=\"_parent\"><img src=\"https://colab.research.google.com/assets/colab-badge.svg\" alt=\"Open In Colab\"/></a>"
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      "source": [
        "# MIT License\n",
        "# \n",
        "# Copyright (c) 2020-2022 Dennis Heitmann\n",
        "# \n",
        "# Permission is hereby granted, free of charge, to any person obtaining a copy\n",
        "# of this software and associated documentation files (the \"Software\"), to deal\n",
        "# in the Software without restriction, including without limitation the rights\n",
        "# to use, copy, modify, merge, publish, distribute, sublicense, and/or sell\n",
        "# copies of the Software, and to permit persons to whom the Software is\n",
        "# furnished to do so, subject to the following conditions:\n",
        "# \n",
        "# The above copyright notice and this permission notice shall be included in all\n",
        "# copies or substantial portions of the Software.\n",
        "# \n",
        "# THE SOFTWARE IS PROVIDED \"AS IS\", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR\n",
        "# IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY,\n",
        "# FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE\n",
        "# AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER\n",
        "# LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM,\n",
        "# OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE\n",
        "# SOFTWARE.\n",
        "\n",
        "#@title Notebook Config\n",
        "%matplotlib notebook\n",
        "import matplotlib.pyplot as plt\n",
        "import matplotlib.dates as mdates\n",
        "import matplotlib.artist as martist\n",
        "plt.style.use('seaborn-paper')\n",
        "params = {'legend.fontsize': 'medium',\n",
        "          'figure.figsize': (9, 5),\n",
        "          'axes.labelsize': 'medium',\n",
        "          'axes.titlesize': 'medium',\n",
        "          'xtick.labelsize': 'medium',\n",
        "          'ytick.labelsize': 'medium',}\n",
        "plt.rcParams.update(params)\n",
        "plt.rcParams['figure.dpi'] = 100\n",
        "plt.rcParams['savefig.dpi'] = 100\n",
        "\n",
        "c = %config InlineBackend.rc\n",
        "c['figure.figsize'] = (9, 5)\n",
        "c['figure.dpi'] = 100\n",
        "\n",
        "# Import needed libraries\n",
        "import pandas as pd\n",
        "import numpy as np\n",
        "import datetime as dt\n",
        "import math"
      ],
      "execution_count": 1,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "Kmo2YvDFfnar",
        "cellView": "form",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 49,
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        "outputId": "3d986cd1-46fa-4ee3-a8d5-d14b537a57bc"
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      "source": [
        "#@title Read Input Data from CSSE at Johns Hopkins University (GitHub)\n",
        "# Read aggregated data from https://github.com/CSSEGISandData (CSSE at Johns Hopkins University)\n",
        "confirmed = 'https://raw.githubusercontent.com/CSSEGISandData/COVID-19/master/csse_covid_19_data/csse_covid_19_time_series/time_series_covid19_confirmed_global.csv'\n",
        "deaths = 'https://raw.githubusercontent.com/CSSEGISandData/COVID-19/master/csse_covid_19_data/csse_covid_19_time_series/time_series_covid19_deaths_global.csv'\n",
        "recovered = 'https://raw.githubusercontent.com/CSSEGISandData/COVID-19/master/csse_covid_19_data/csse_covid_19_time_series/time_series_covid19_recovered_global.csv'\n",
        "# Clear old output of cell before displaying of new plots\n",
        "from IPython.display import clear_output\n",
        "clear_output(wait=True)    \n",
        "# Create Dropdown widget for selection\n",
        "import ipywidgets as widgets\n",
        "wt = widgets.Dropdown(\n",
        "     options=['confirmed', 'deaths', 'recovered'],\n",
        "     value='confirmed',\n",
        "     description='type:',\n",
        "     disabled=False,\n",
        ")\n",
        "display(wt)\n",
        "df = pd.read_csv(eval(wt.value))\n",
        "# Create event handler on change of dropdown selection\n",
        "def wt_eventhandler(change):\n",
        "    global df\n",
        "    df = pd.read_csv(eval(wt.value))\n",
        "# Start event handler\n",
        "wt.observe(wt_eventhandler, type='change', names='value')"
      ],
      "execution_count": 2,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "Dropdown(description='type:', options=('confirmed', 'deaths', 'recovered'), value='confirmed')"
            ],
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              "version_minor": 0,
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      "metadata": {
        "id": "BoJUqGxPqAGk",
        "cellView": "form",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 479
        },
        "outputId": "0d3704b3-217c-435c-db89-56c77e698802"
      },
      "source": [
        "#@title Weekly Rolling Mean of new confirmed/deaths/recovered\n",
        "def show_combined_graph(w_values):\n",
        "    import matplotlib.ticker as ticker\n",
        "    from pandas.plotting import register_matplotlib_converters\n",
        "    register_matplotlib_converters()\n",
        "    fig, ax = plt.subplots()\n",
        "    colors = ['b', 'g', 'r', 'k', 'm', 'y', 'c', 'w']\n",
        "    n = 0\n",
        "    for w_value in w_values:\n",
        "        # Calculation and Plotting\n",
        "        # Select country, transpose table, drop unneeded columns\n",
        "        df_de = df.loc[df['Country/Region'] == w_value].set_index('Country/Region').transpose().drop('Lat').drop('Long').drop('Province/State')\n",
        "        # sum up all provinces\n",
        "        df_de[w_value] = df_de.sum(axis=1)\n",
        "        # Copy all summed up data to sum column, delete all other columns and rename sum column to country name\n",
        "        df_de['sum'] = df_de.iloc[:, 0]\n",
        "        df_de = df_de[['sum']]\n",
        "        df_de = df_de.rename(columns={'sum': w_value})\n",
        "        # Detect datetime from index\n",
        "        df_de.index = pd.to_datetime(df_de.index)\n",
        "        # Calculate daily differences\n",
        "        df_de['Differences (daily)'] = df_de.diff()\n",
        "        # Delete empty rows (less than 100 infections)\n",
        "        df_de = df_de.loc[df_de[w_value] > 99]\n",
        "\n",
        "        # Plot values, fit and daily diffs with linear y axis\n",
        "        #plt.plot(df_de.index, w_value, data=df_de, color=colors[n], marker='.')\n",
        "        ax.xaxis.set_major_locator(ticker.AutoLocator())\n",
        "        ax.xaxis.set_minor_locator(ticker.IndexLocator(1,1))\n",
        "        formatter = mdates.DateFormatter(\"%Y-%m-%d\")\n",
        "        ax.xaxis.set_major_formatter(formatter)\n",
        "        plt.xticks(rotation=25)\n",
        "        plt.yscale('linear')\n",
        "\n",
        "        ax.plot(df_de[['Differences (daily)']].rolling(window=7, closed='both', center=True).mean(), color=colors[n], linestyle='-', marker='', label=w_value)\n",
        "        ax.legend(loc='center right')\n",
        "        ax.set_ylabel('Differences: 7 day rolling mean')\n",
        "        plt.legend()\n",
        "\n",
        "        n = n + 1\n",
        "        \n",
        "    #plt.show()\n",
        "\n",
        "# Initial display of stats for selected countries\n",
        "# show_combined_graph(['US', ])\n",
        "show_combined_graph(['Spain', 'France', 'Italy', 'Germany', 'Netherlands', 'Austria', 'Czechia', ])"
      ],
      "execution_count": 3,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 900x500 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "4Gqzd7h4fnaw",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 523,
          "referenced_widgets": [
            "e5a90d22eb254770b299a2a9b8f72b91",
            "f8ad244a68874ae5909708faa5ff2cc2",
            "ca658b97ae784ad1b5bf83daec8a643a"
          ]
        },
        "cellView": "form",
        "outputId": "dec0a429-e5f4-48c0-97c1-438ad07e017e"
      },
      "source": [
        "#@title Select Country for Detailled Plot\n",
        "def show_data_and_graphs(w_value):\n",
        "\n",
        "    # Clear old output of cell before displaying of new plots\n",
        "    from IPython.display import clear_output\n",
        "    clear_output(wait=True)\n",
        "    \n",
        "    # Create dropdown field for country selection\n",
        "    display(w)\n",
        "    \n",
        "    # Calculation and Plotting\n",
        "    # Select country, transpose table, drop unneeded columns\n",
        "    df_de = df.loc[df['Country/Region'] == w_value].set_index('Country/Region').transpose().drop('Lat').drop('Long').drop('Province/State')\n",
        "    # sum up all provinces\n",
        "    df_de[w_value] = df_de.sum(axis=1)\n",
        "    # Copy all summed up data to sum column, delete all other columns and rename sum column to country name\n",
        "    df_de['sum'] = df_de.iloc[:, 0]\n",
        "    df_de = df_de[['sum']]\n",
        "    df_de = df_de.rename(columns={'sum': w_value})\n",
        "    # Detect datetime from index\n",
        "    df_de.index = pd.to_datetime(df_de.index)\n",
        "    # Calculate daily differences\n",
        "    df_de['Differences (daily)'] = df_de.diff()\n",
        "    # Delete empty rows (less than 100 infections)\n",
        "    df_de = df_de.loc[df_de[w_value] > 99]\n",
        "    # Delete first row (not needed due to filtering obove to 100+ cases)\n",
        "    # df_de = df_de[1:]\n",
        "    # Print infections and date of data \n",
        "    print('Last Listed Day: ' + str(df_de.index[-1]))\n",
        "    print('No. ' + str(wt.value) + ': ' + str(df_de.iloc[-1][w_value]))\n",
        "\n",
        "    # Plot values, fit and daily diffs with linear y axis\n",
        "    import matplotlib.ticker as ticker\n",
        "    from pandas.plotting import register_matplotlib_converters\n",
        "    register_matplotlib_converters()\n",
        "    fig, ax = plt.subplots()\n",
        "    plt.plot(df_de.index, w_value, data=df_de, color='red', marker='.')\n",
        "    ax2 = ax.twinx()\n",
        "    #ax2.plot(df_de.index, 'Differences (daily)', data=df_de,  color='blue', linestyle='dotted', marker='o', markerfacecolor='blue', markersize=3, label='Differences (daily)')\n",
        "    ax2.plot(df_de.index, 'Differences (daily)', data=df_de,  color='blue', linestyle=(0, (1, 2)), marker='o', markerfacecolor='blue', markersize=3, label='Differences (daily)')\n",
        "    ax2.plot(df_de[['Differences (daily)']].rolling(window=7, closed='both', center=True).mean(),  color='blue', linestyle='-', marker='', label='Diff. rolling (7 days)')\n",
        "    #ax2.plot(df_de[['Differences (daily)']].ewm(halflife=3).mean(),  color='green', linestyle='dashed', marker='', label='Diff. ewm (halflife=3)')\n",
        "    ax.xaxis.set_major_locator(ticker.AutoLocator())\n",
        "    ax.xaxis.set_minor_locator(ticker.IndexLocator(1,1))\n",
        "    formatter = mdates.DateFormatter(\"%Y-%m-%d\")\n",
        "    ax.xaxis.set_major_formatter(formatter)\n",
        "    plt.xticks(rotation=25)\n",
        "    plt.yscale('linear')\n",
        "    #plt.legend()\n",
        "    ax.legend(loc='upper left')\n",
        "    ax2.legend(loc='upper center')\n",
        "    ax.set_ylabel(wt.value)\n",
        "    ax2.set_ylabel('Differences (daily)')\n",
        "    #plt.show()\n",
        "\n",
        "# Create Dropdown widget for country selection\n",
        "import ipywidgets as widgets\n",
        "w = widgets.Dropdown(\n",
        "    options=df['Country/Region'].unique(),\n",
        "    value='Germany',\n",
        "    description='Country:',\n",
        "    disabled=False,\n",
        ")\n",
        "# Create dropdown field for country selection\n",
        "#display(w)\n",
        "\n",
        "# Create event handler on change of dropdown selection\n",
        "def w_eventhandler(change):\n",
        "    show_data_and_graphs(w.value)\n",
        "# Start event handler\n",
        "w.observe(w_eventhandler, type='change', names='value')\n",
        "\n",
        "# Initial display of stats for Germany\n",
        "show_data_and_graphs('Germany')"
      ],
      "execution_count": 4,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "Dropdown(description='Country:', index=67, options=('Afghanistan', 'Albania', 'Algeria', 'Andorra', 'Angola', …"
            ],
            "application/vnd.jupyter.widget-view+json": {
              "version_major": 2,
              "version_minor": 0,
              "model_id": "e5a90d22eb254770b299a2a9b8f72b91"
            }
          },
          "metadata": {}
        },
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Last Listed Day: 2022-04-01 00:00:00\n",
            "No. confirmed: 21394691.0\n"
          ]
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 900x500 with 2 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "r9uMhIiHAodg"
      },
      "source": [
        ""
      ],
      "execution_count": 4,
      "outputs": []
    }
  ]
}