COVID19.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import pandas as pd\n",
    "import seaborn as sns\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "%matplotlib inline"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "filename1 = 'data/total_cases.csv'\n",
    "filename2 = 'data/total_deaths.csv'"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "dfc = pd.read_csv(filename1, parse_dates=['date'], index_col = ['date'])\n",
    "dfd = pd.read_csv(filename2, parse_dates=['date'], index_col = ['date'])   "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "dfd = dfd.fillna(0) # fill NaN by zero\n",
    "dfc = dfc.fillna(0)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "World\n",
      "Afghanistan\n",
      "Albania\n",
      "Algeria\n",
      "Andorra\n",
      "Angola\n",
      "Anguilla\n",
      "Antigua and Barbuda\n",
      "Argentina\n",
      "Armenia\n",
      "Aruba\n",
      "Australia\n",
      "Austria\n",
      "Azerbaijan\n",
      "Bahamas\n",
      "Bahrain\n",
      "Bangladesh\n",
      "Barbados\n",
      "Belarus\n",
      "Belgium\n",
      "Belize\n",
      "Benin\n",
      "Bermuda\n",
      "Bhutan\n",
      "Bolivia\n",
      "Bonaire Sint Eustatius and Saba\n",
      "Bosnia and Herzegovina\n",
      "Botswana\n",
      "Brazil\n",
      "British Virgin Islands\n",
      "Brunei\n",
      "Bulgaria\n",
      "Burkina Faso\n",
      "Burundi\n",
      "Cambodia\n",
      "Cameroon\n",
      "Canada\n",
      "Cape Verde\n",
      "Cayman Islands\n",
      "Central African Republic\n",
      "Chad\n",
      "Chile\n",
      "China\n",
      "Colombia\n",
      "Comoros\n",
      "Congo\n",
      "Costa Rica\n",
      "Cote d'Ivoire\n",
      "Croatia\n",
      "Cuba\n",
      "Curacao\n",
      "Cyprus\n",
      "Czech Republic\n",
      "Democratic Republic of Congo\n",
      "Denmark\n",
      "Djibouti\n",
      "Dominica\n",
      "Dominican Republic\n",
      "Ecuador\n",
      "Egypt\n",
      "El Salvador\n",
      "Equatorial Guinea\n",
      "Eritrea\n",
      "Estonia\n",
      "Ethiopia\n",
      "Faeroe Islands\n",
      "Falkland Islands\n",
      "Fiji\n",
      "Finland\n",
      "France\n",
      "French Polynesia\n",
      "Gabon\n",
      "Gambia\n",
      "Georgia\n",
      "Germany\n",
      "Ghana\n",
      "Gibraltar\n",
      "Greece\n",
      "Greenland\n",
      "Grenada\n",
      "Guam\n",
      "Guatemala\n",
      "Guernsey\n",
      "Guinea\n",
      "Guinea-Bissau\n",
      "Guyana\n",
      "Haiti\n",
      "Honduras\n",
      "Hungary\n",
      "Iceland\n",
      "India\n",
      "Indonesia\n",
      "International\n",
      "Iran\n",
      "Iraq\n",
      "Ireland\n",
      "Isle of Man\n",
      "Israel\n",
      "Italy\n",
      "Jamaica\n",
      "Japan\n",
      "Jersey\n",
      "Jordan\n",
      "Kazakhstan\n",
      "Kenya\n",
      "Kosovo\n",
      "Kuwait\n",
      "Kyrgyzstan\n",
      "Laos\n",
      "Latvia\n",
      "Lebanon\n",
      "Lesotho\n",
      "Liberia\n",
      "Libya\n",
      "Liechtenstein\n",
      "Lithuania\n",
      "Luxembourg\n",
      "Macedonia\n",
      "Madagascar\n",
      "Malawi\n",
      "Malaysia\n",
      "Maldives\n",
      "Mali\n",
      "Malta\n",
      "Mauritania\n",
      "Mauritius\n",
      "Mexico\n",
      "Moldova\n",
      "Monaco\n",
      "Mongolia\n",
      "Montenegro\n",
      "Montserrat\n",
      "Morocco\n",
      "Mozambique\n",
      "Myanmar\n",
      "Namibia\n",
      "Nepal\n",
      "Netherlands\n",
      "New Caledonia\n",
      "New Zealand\n",
      "Nicaragua\n",
      "Niger\n",
      "Nigeria\n",
      "Northern Mariana Islands\n",
      "Norway\n",
      "Oman\n",
      "Pakistan\n",
      "Palestine\n",
      "Panama\n",
      "Papua New Guinea\n",
      "Paraguay\n",
      "Peru\n",
      "Philippines\n",
      "Poland\n",
      "Portugal\n",
      "Puerto Rico\n",
      "Qatar\n",
      "Romania\n",
      "Russia\n",
      "Rwanda\n",
      "Saint Kitts and Nevis\n",
      "Saint Lucia\n",
      "Saint Vincent and the Grenadines\n",
      "San Marino\n",
      "Sao Tome and Principe\n",
      "Saudi Arabia\n",
      "Senegal\n",
      "Serbia\n",
      "Seychelles\n",
      "Sierra Leone\n",
      "Singapore\n",
      "Sint Maarten (Dutch part)\n",
      "Slovakia\n",
      "Slovenia\n",
      "Somalia\n",
      "South Africa\n",
      "South Korea\n",
      "South Sudan\n",
      "Spain\n",
      "Sri Lanka\n",
      "Sudan\n",
      "Suriname\n",
      "Swaziland\n",
      "Sweden\n",
      "Switzerland\n",
      "Syria\n",
      "Taiwan\n",
      "Tajikistan\n",
      "Tanzania\n",
      "Thailand\n",
      "Timor\n",
      "Togo\n",
      "Trinidad and Tobago\n",
      "Tunisia\n",
      "Turkey\n",
      "Turks and Caicos Islands\n",
      "Uganda\n",
      "Ukraine\n",
      "United Arab Emirates\n",
      "United Kingdom\n",
      "United States\n",
      "United States Virgin Islands\n",
      "Uruguay\n",
      "Uzbekistan\n",
      "Vatican\n",
      "Venezuela\n",
      "Vietnam\n",
      "Western Sahara\n",
      "Yemen\n",
      "Zambia\n",
      "Zimbabwe\n"
     ]
    }
   ],
   "source": [
    "for col in dfc.columns: \n",
    "    print(col) "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [],
   "source": [
    "country=['India','Maldives','Sri Lanka','Pakistan','Bhutan','Bangladesh','Nepal']"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [],
   "source": [
    "dfsc = pd.DataFrame(columns=['India','Maldives','Sri Lanka','Pakistan','Bhutan','Bangladesh','Nepal'])\n",
    "dfsd =pd.DataFrame(columns=['India','Maldives','Sri Lanka','Pakistan','Bhutan','Bangladesh','Nepal'])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>India</th>\n",
       "      <th>Maldives</th>\n",
       "      <th>Sri Lanka</th>\n",
       "      <th>Pakistan</th>\n",
       "      <th>Bhutan</th>\n",
       "      <th>Bangladesh</th>\n",
       "      <th>Nepal</th>\n",
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       "  <tbody>\n",
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      "text/plain": [
       "Empty DataFrame\n",
       "Columns: [India, Maldives, Sri Lanka, Pakistan, Bhutan, Bangladesh, Nepal]\n",
       "Index: []"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "dfsc"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [],
   "source": [
    "for i in range(len(country)):\n",
    "    dfsc[country[i]]=dfc[country[i]]\n",
    "    dfsd[country[i]]=dfd[country[i]]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>India</th>\n",
       "      <th>Maldives</th>\n",
       "      <th>Sri Lanka</th>\n",
       "      <th>Pakistan</th>\n",
       "      <th>Bhutan</th>\n",
       "      <th>Bangladesh</th>\n",
       "      <th>Nepal</th>\n",
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       "    <tr>\n",
       "      <th>date</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>2019-12-31</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
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       "    <tr>\n",
       "      <th>2020-01-01</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
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       "    <tr>\n",
       "      <th>2020-01-02</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
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       "    <tr>\n",
       "      <th>2020-01-03</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
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       "    <tr>\n",
       "      <th>2020-01-04</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
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       "    <tr>\n",
       "      <th>...</th>\n",
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       "      <td>...</td>\n",
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       "    <tr>\n",
       "      <th>2020-09-25</th>\n",
       "      <td>5818570.0</td>\n",
       "      <td>9939.0</td>\n",
       "      <td>3333.0</td>\n",
       "      <td>309015.0</td>\n",
       "      <td>263.0</td>\n",
       "      <td>355384.0</td>\n",
       "      <td>69301.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2020-09-26</th>\n",
       "      <td>5903932.0</td>\n",
       "      <td>10014.0</td>\n",
       "      <td>3345.0</td>\n",
       "      <td>309581.0</td>\n",
       "      <td>263.0</td>\n",
       "      <td>356767.0</td>\n",
       "      <td>70614.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2020-09-27</th>\n",
       "      <td>5992532.0</td>\n",
       "      <td>10045.0</td>\n",
       "      <td>3349.0</td>\n",
       "      <td>310275.0</td>\n",
       "      <td>271.0</td>\n",
       "      <td>357873.0</td>\n",
       "      <td>71821.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2020-09-28</th>\n",
       "      <td>6074702.0</td>\n",
       "      <td>10098.0</td>\n",
       "      <td>3360.0</td>\n",
       "      <td>310841.0</td>\n",
       "      <td>273.0</td>\n",
       "      <td>359148.0</td>\n",
       "      <td>73394.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2020-09-29</th>\n",
       "      <td>6145291.0</td>\n",
       "      <td>10157.0</td>\n",
       "      <td>3363.0</td>\n",
       "      <td>311516.0</td>\n",
       "      <td>280.0</td>\n",
       "      <td>360555.0</td>\n",
       "      <td>74745.0</td>\n",
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       "  </tbody>\n",
       "</table>\n",
       "<p>274 rows × 7 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "                India  Maldives  Sri Lanka  Pakistan  Bhutan  Bangladesh  \\\n",
       "date                                                                       \n",
       "2019-12-31        0.0       0.0        0.0       0.0     0.0         0.0   \n",
       "2020-01-01        0.0       0.0        0.0       0.0     0.0         0.0   \n",
       "2020-01-02        0.0       0.0        0.0       0.0     0.0         0.0   \n",
       "2020-01-03        0.0       0.0        0.0       0.0     0.0         0.0   \n",
       "2020-01-04        0.0       0.0        0.0       0.0     0.0         0.0   \n",
       "...               ...       ...        ...       ...     ...         ...   \n",
       "2020-09-25  5818570.0    9939.0     3333.0  309015.0   263.0    355384.0   \n",
       "2020-09-26  5903932.0   10014.0     3345.0  309581.0   263.0    356767.0   \n",
       "2020-09-27  5992532.0   10045.0     3349.0  310275.0   271.0    357873.0   \n",
       "2020-09-28  6074702.0   10098.0     3360.0  310841.0   273.0    359148.0   \n",
       "2020-09-29  6145291.0   10157.0     3363.0  311516.0   280.0    360555.0   \n",
       "\n",
       "              Nepal  \n",
       "date                 \n",
       "2019-12-31      0.0  \n",
       "2020-01-01      0.0  \n",
       "2020-01-02      0.0  \n",
       "2020-01-03      0.0  \n",
       "2020-01-04      0.0  \n",
       "...             ...  \n",
       "2020-09-25  69301.0  \n",
       "2020-09-26  70614.0  \n",
       "2020-09-27  71821.0  \n",
       "2020-09-28  73394.0  \n",
       "2020-09-29  74745.0  \n",
       "\n",
       "[274 rows x 7 columns]"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "dfsc"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "      <th>India</th>\n",
       "      <th>Maldives</th>\n",
       "      <th>Sri Lanka</th>\n",
       "      <th>Pakistan</th>\n",
       "      <th>Bhutan</th>\n",
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       "    <tr>\n",
       "      <th>2020-09-29</th>\n",
       "      <td>6145291.0</td>\n",
       "      <td>10157.0</td>\n",
       "      <td>3363.0</td>\n",
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      "text/plain": [
       "                India  Maldives  Sri Lanka  Pakistan  Bhutan  Bangladesh  \\\n",
       "date                                                                       \n",
       "2020-09-29  6145291.0   10157.0     3363.0  311516.0   280.0    360555.0   \n",
       "\n",
       "              Nepal  \n",
       "date                 \n",
       "2020-09-29  74745.0  "
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "dfsc.loc['2020-09-29':]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
    {
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       "      <th>Pakistan</th>\n",
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       "      <th>2020-09-29</th>\n",
       "      <td>96318.0</td>\n",
       "      <td>34.0</td>\n",
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       "      <td>481.0</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "              India  Maldives  Sri Lanka  Pakistan  Bhutan  Bangladesh  Nepal\n",
       "date                                                                         \n",
       "2020-09-29  96318.0      34.0       13.0    6474.0     0.0      5193.0  481.0"
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "dfsd.loc['2020-09-29':]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 864x720 with 7 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize = [12,10])\n",
    "plt.suptitle('COVID 19 in SARC', fontsize = 15)\n",
    "for i in range(len(country)):\n",
    "    plt.subplot(3,3,i+1)\n",
    "    plt.plot(dfsc.index,dfsc[country[i]],'g-', linewidth = 3 )\n",
    "    plt.xlabel('Date', fontsize = 12)\n",
    "    plt.ylabel('Total cases', fontsize = 12)\n",
    "    plt.xticks(rotation=45)\n",
    "    plt.title(country[i])\n",
    "    plt.subplots_adjust(wspace = 0.5, hspace = 0.8)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 864x720 with 7 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize = [12,10])\n",
    "plt.suptitle('COVID 19 in SARC', fontsize = 15)\n",
    "for i in range(len(country)):\n",
    "    plt.subplot(3,3,i+1)\n",
    "    plt.plot(dfsd.index,dfsd[country[i]],'b-', linewidth = 3,label ='Total deaths' )\n",
    "    plt.xlabel('Date', fontsize = 12)\n",
    "    plt.ylabel('Total deaths', fontsize = 12)\n",
    "    plt.xticks(rotation=45)\n",
    "    plt.title(country[i])\n",
    "    plt.subplots_adjust(wspace = 0.5, hspace = 0.8)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.7.6"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}