{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Ecrire un document computationnel autour du SARS-CoV-2 (Covid-19)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## I. Contexte" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Le but de cet exercice est d'écrire un document computationnel autour du SARS-CoV-2 (Covid-19). Il faut réaliser une représentaion graphique semblable à celles du [South China Morning Post](https://www.scmp.com/) concernant le nombre total de cas de personne atteintes de la maladie du Covid-19 par pays.\n", "Nous nous concentrons sur les données disponibles à cette [adresse](https://raw.githubusercontent.com/CSSEGISandData/COVID-19/master/csse_covid_19_data/csse_covid_19_time_series/time_series_covid19_confirmed_global.csv).\n", "\n", "Dans notre cas nous regarderons les données des pays suivants : la Belgique (Belgium), la Chine - toutes les provinces sauf Hong-Kong (China), Hong Kong (China, Hong-Kong), la France métropolitaine (France), l’Allemagne (Germany), l’Iran (Iran), l’Italie (Italy), le Japon (Japan), la Corée du Sud (Korea, South), la Hollande sans les colonies (Netherlands), le Portugal (Portugal), l’Espagne (Spain), le Royaume-Unis sans les colonies (United Kingdom), les États-Unis (US)." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## II. Exploitation des données" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Afin de pouvoir traité ces données en python, il est nécessaire d'importer les bibliothèques python suivantes." ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "hideCode": false, "hidePrompt": false }, "outputs": [], "source": [ "%matplotlib inline\n", "import matplotlib.pyplot as plt\n", "import pandas as pd\n", "import isoweek" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Pour ne pas avoir de problème de modification de données entre temps j'enregistre les données localement. Ces données n'évolueront donc pas ce qui évitera des problèmes par la suite. En revanche, la date la plus récentes est le 14/10/2022, date de la sauvegarde local." ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "hideCode": false, "hidePrompt": false }, "outputs": [], "source": [ "# data_url = \"https://raw.githubusercontent.com/CSSEGISandData/COVID-19/master/csse_covid_19_data/csse_covid_19_time_series/time_series_covid19_confirmed_global.csv\"\n", "data_url = \"Données Covid 19.csv\"" ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "hideCode": false, "hidePrompt": false }, "outputs": [], "source": [ "data_raw = pd.read_csv(data_url)" ] }, { "cell_type": "code", "execution_count": 63, "metadata": { "hideCode": false, "hidePrompt": false, "scrolled": true }, "outputs": [ { "data": { "text/html": [ "
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Province/StateCountry/RegionLatLong1/22/201/23/201/24/201/25/201/26/201/27/20...10/5/2210/6/2210/7/2210/8/2210/9/2210/10/2210/11/2210/12/2210/13/2210/14/22
0NaNAfghanistan33.93911067.709953000000...199845199994200130200202200372200469200626200729200846201014
1NaNAlbania41.15330020.168300000000...332372332410332443332472332494332503332534332555332579332598
2NaNAlgeria28.0339001.659600000000...270693270697270701270701270707270713270716270722270722270734
3NaNAndorra42.5063001.521800000000...46227462754627546275462754627546275463664636646366
4NaNAngola-11.20270017.873900000000...103131103131103131103131103131103131103131103131103131103131
5NaNAntarctica-71.94990023.347000000000...11111111111111111111
6NaNAntigua and Barbuda17.060800-61.796400000000...9098909890989098909890989098910691069106
7NaNArgentina-38.416100-63.616700000000...9711355971135597113559711355971359497135949713594971359497135949713594
8NaNArmenia40.06910045.038200000000...443785443785443785443785443785444482444482444482444482444482
9Australian Capital TerritoryAustralia-35.473500149.012400000000...205752205752206285206285206285206285206285206285206938206938
10New South WalesAustralia-33.868800151.209300000034...3507880351863335186333518633351863335186333518633351863335304433530443
11Northern TerritoryAustralia-12.463400130.845600000000...97483977119771197711977119771197711977119795897958
12QueenslandAustralia-27.469800153.025100000000...1641389164935916493591649359164935916493591649359164935916564231655265
13South AustraliaAustralia-34.928500138.600700000000...768961771681771681771681771681771681771681771681771681772083
14TasmaniaAustralia-42.882100147.327200000000...249621250332250332250332250332250332250332250332250332251023
15VictoriaAustralia-37.813600144.963100000011...2620352262243626224192623238262427726255692626888262812526303602631296
16Western AustraliaAustralia-31.950500115.860500000000...1154732115926111592611159261115926111592611159261115926111640981164098
17NaNAustria47.51620014.550100000000...5195408521028552262195239883525205852607625273660529212553063725319474
18NaNAzerbaijan40.14310047.576900000000...821865821937822027822104822171822186822278822346822427822485
19NaNBahamas25.025885-78.035889000000...37309373093730937309373183731837318373183731837318
20NaNBahrain26.02750050.550000000000...682470682816683047683242683482683773684229684545684832685067
21NaNBangladesh23.68500090.356300000000...2028114202852420290152029314202972320300902030550203100620314512031797
22NaNBarbados13.193900-59.543200000000...102580102580102580102580102580102580102580102609102609102609
23NaNBelarus53.70980027.953400000000...994037994037994037994037994037994037994037994037994037994037
24NaNBelgium50.8333004.469936000000...4553333456620745662074566207456620745755194575519457551945865644586564
25NaNBelize17.189900-88.497600000000...68884688846888468884688846888468909689096890968909
26NaNBenin9.3077002.315800000000...27782277822778227782277822778227782277822778227782
27NaNBhutan27.51420090.433600000000...62095620956209562095620956220062200622006220062200
28NaNBolivia-16.290200-63.588700000000...1108472110859511085951108648110870211087021108768110881811088651108903
29NaNBosnia and Herzegovina43.91590017.679100000000...398796399036399071399071399071399184399227399298399346399410
..................................................................
259NaNTuvalu-7.109500177.649300000000...20202020202020202020
260NaNUS40.000000-100.000000112255...96570266966309479668923596696906967019589672398896783524968479919691205496940217
261NaNUganda1.37333332.290275000000...169396169396169396169396169396169396169396169396169396169396
262NaNUkraine48.37940031.165600000000...5479206547938754795985479793547993854800985480251548039254804955480652
263NaNUnited Arab Emirates23.42407653.847818000000...1029426102980310301461030478103083710311791031500103183710321771032522
264AnguillaUnited Kingdom18.220600-63.068600000000...3866386638663866386638663866386638663866
265BermudaUnited Kingdom32.307800-64.750500000000...18220182201822018220182201822018220182201822018220
266British Virgin IslandsUnited Kingdom18.420700-64.640000000000...7305730573057305730573057305730573057305
267Cayman IslandsUnited Kingdom19.313300-81.254600000000...30809308093080930809308093080930809308093080930809
268Channel IslandsUnited Kingdom49.372300-2.364400000000...0000000000
269Falkland Islands (Malvinas)United Kingdom-51.796300-59.523600000000...1930193019301930193019301930193019301930
270GibraltarUnited Kingdom36.140800-5.353600000000...20095200952009520095200952009520095200952012120121
271GuernseyUnited Kingdom49.448196-2.589490000000...31309313093154531545315453154531545318363183631836
272Isle of ManUnited Kingdom54.236100-4.548100000000...38008380083800838008380083800838008380083800838008
273JerseyUnited Kingdom49.213800-2.135800000000...60252602526064660646606466064660646606466064661048
274MontserratUnited Kingdom16.742498-62.187366000000...1403140314031403140314031403140314031403
275Pitcairn IslandsUnited Kingdom-24.376800-128.324200000000...4444444444
276Saint Helena, Ascension and Tristan da CunhaUnited Kingdom-7.946700-14.355900000000...1826182618261826182618261973197319731973
277Turks and Caicos IslandsUnited Kingdom21.694000-71.797900000000...6380638063806380638063806380638063806380
278NaNUnited Kingdom55.378100-3.436000000000...23672852237352732373527323735273237352732373527323735273237352732379879323798793
279NaNUruguay-32.522800-55.765800000000...986446986446986446986446986446986446987563987563987563987563
280NaNUzbekistan41.37749164.585262000000...244275244285244296244296244296244334244337244350244361244382
281NaNVanuatu-15.376700166.959200000000...11974119741197411974119741197611976119761197611976
282NaNVenezuela6.423800-66.589700000000...544907544921544921544950544950544964544966545013545159545193
283NaNVietnam14.058324108.277199022222...11483529114846591148536111486043114864141148745911488685114898811149095111491541
284NaNWest Bank and Gaza31.95220035.233200000000...702804702804702804702804702804702804702804702804702804702804
285NaNWinter Olympics 202239.904200116.407400000000...535535535535535535535535535535
286NaNYemen15.55272748.516388000000...11939119391193911939119391193911939119391193911939
287NaNZambia-13.13389727.849332000000...333555333555333555333555333555333624333624333624333624333624
288NaNZimbabwe-19.01543829.154857000000...257568257655257655257655257655257749257749257798257827257827
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289 rows × 1001 columns

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" ], "text/plain": [ " Province/State Country/Region \\\n", "0 NaN Afghanistan \n", "1 NaN Albania \n", "2 NaN Algeria \n", "3 NaN Andorra \n", "4 NaN Angola \n", "5 NaN Antarctica \n", "6 NaN Antigua and Barbuda \n", "7 NaN Argentina \n", "8 NaN Armenia \n", "9 Australian Capital Territory Australia \n", "10 New South Wales Australia \n", "11 Northern Territory Australia \n", "12 Queensland Australia \n", "13 South Australia Australia \n", "14 Tasmania Australia \n", "15 Victoria Australia \n", "16 Western Australia Australia \n", "17 NaN Austria \n", "18 NaN Azerbaijan \n", "19 NaN Bahamas \n", "20 NaN Bahrain \n", "21 NaN Bangladesh \n", "22 NaN Barbados \n", "23 NaN Belarus \n", "24 NaN Belgium \n", "25 NaN Belize \n", "26 NaN Benin \n", "27 NaN Bhutan \n", "28 NaN Bolivia \n", "29 NaN Bosnia and Herzegovina \n", ".. ... ... \n", "259 NaN Tuvalu \n", "260 NaN US \n", "261 NaN Uganda \n", "262 NaN Ukraine \n", "263 NaN United Arab Emirates \n", "264 Anguilla United Kingdom \n", "265 Bermuda United Kingdom \n", "266 British Virgin Islands United Kingdom \n", "267 Cayman Islands United Kingdom \n", "268 Channel Islands United Kingdom \n", "269 Falkland Islands (Malvinas) United Kingdom \n", "270 Gibraltar United Kingdom \n", "271 Guernsey United Kingdom \n", "272 Isle of Man United Kingdom \n", "273 Jersey United Kingdom \n", "274 Montserrat United Kingdom \n", "275 Pitcairn Islands United Kingdom \n", "276 Saint Helena, Ascension and Tristan da Cunha United Kingdom \n", "277 Turks and Caicos Islands United Kingdom \n", "278 NaN United Kingdom \n", "279 NaN Uruguay \n", "280 NaN Uzbekistan \n", "281 NaN Vanuatu \n", "282 NaN Venezuela \n", "283 NaN Vietnam \n", "284 NaN West Bank and Gaza \n", "285 NaN Winter Olympics 2022 \n", "286 NaN Yemen \n", "287 NaN Zambia \n", "288 NaN Zimbabwe \n", "\n", " Lat Long 1/22/20 1/23/20 1/24/20 1/25/20 1/26/20 \\\n", "0 33.939110 67.709953 0 0 0 0 0 \n", "1 41.153300 20.168300 0 0 0 0 0 \n", "2 28.033900 1.659600 0 0 0 0 0 \n", "3 42.506300 1.521800 0 0 0 0 0 \n", "4 -11.202700 17.873900 0 0 0 0 0 \n", "5 -71.949900 23.347000 0 0 0 0 0 \n", "6 17.060800 -61.796400 0 0 0 0 0 \n", "7 -38.416100 -63.616700 0 0 0 0 0 \n", "8 40.069100 45.038200 0 0 0 0 0 \n", "9 -35.473500 149.012400 0 0 0 0 0 \n", "10 -33.868800 151.209300 0 0 0 0 3 \n", "11 -12.463400 130.845600 0 0 0 0 0 \n", "12 -27.469800 153.025100 0 0 0 0 0 \n", "13 -34.928500 138.600700 0 0 0 0 0 \n", "14 -42.882100 147.327200 0 0 0 0 0 \n", "15 -37.813600 144.963100 0 0 0 0 1 \n", "16 -31.950500 115.860500 0 0 0 0 0 \n", "17 47.516200 14.550100 0 0 0 0 0 \n", "18 40.143100 47.576900 0 0 0 0 0 \n", "19 25.025885 -78.035889 0 0 0 0 0 \n", "20 26.027500 50.550000 0 0 0 0 0 \n", "21 23.685000 90.356300 0 0 0 0 0 \n", "22 13.193900 -59.543200 0 0 0 0 0 \n", "23 53.709800 27.953400 0 0 0 0 0 \n", "24 50.833300 4.469936 0 0 0 0 0 \n", "25 17.189900 -88.497600 0 0 0 0 0 \n", "26 9.307700 2.315800 0 0 0 0 0 \n", "27 27.514200 90.433600 0 0 0 0 0 \n", "28 -16.290200 -63.588700 0 0 0 0 0 \n", "29 43.915900 17.679100 0 0 0 0 0 \n", ".. ... ... ... ... ... ... ... \n", "259 -7.109500 177.649300 0 0 0 0 0 \n", "260 40.000000 -100.000000 1 1 2 2 5 \n", "261 1.373333 32.290275 0 0 0 0 0 \n", "262 48.379400 31.165600 0 0 0 0 0 \n", "263 23.424076 53.847818 0 0 0 0 0 \n", "264 18.220600 -63.068600 0 0 0 0 0 \n", "265 32.307800 -64.750500 0 0 0 0 0 \n", "266 18.420700 -64.640000 0 0 0 0 0 \n", "267 19.313300 -81.254600 0 0 0 0 0 \n", "268 49.372300 -2.364400 0 0 0 0 0 \n", "269 -51.796300 -59.523600 0 0 0 0 0 \n", "270 36.140800 -5.353600 0 0 0 0 0 \n", "271 49.448196 -2.589490 0 0 0 0 0 \n", "272 54.236100 -4.548100 0 0 0 0 0 \n", "273 49.213800 -2.135800 0 0 0 0 0 \n", "274 16.742498 -62.187366 0 0 0 0 0 \n", "275 -24.376800 -128.324200 0 0 0 0 0 \n", "276 -7.946700 -14.355900 0 0 0 0 0 \n", "277 21.694000 -71.797900 0 0 0 0 0 \n", "278 55.378100 -3.436000 0 0 0 0 0 \n", "279 -32.522800 -55.765800 0 0 0 0 0 \n", "280 41.377491 64.585262 0 0 0 0 0 \n", "281 -15.376700 166.959200 0 0 0 0 0 \n", "282 6.423800 -66.589700 0 0 0 0 0 \n", "283 14.058324 108.277199 0 2 2 2 2 \n", "284 31.952200 35.233200 0 0 0 0 0 \n", "285 39.904200 116.407400 0 0 0 0 0 \n", "286 15.552727 48.516388 0 0 0 0 0 \n", "287 -13.133897 27.849332 0 0 0 0 0 \n", "288 -19.015438 29.154857 0 0 0 0 0 \n", "\n", " 1/27/20 ... 10/5/22 10/6/22 10/7/22 10/8/22 10/9/22 \\\n", "0 0 ... 199845 199994 200130 200202 200372 \n", "1 0 ... 332372 332410 332443 332472 332494 \n", "2 0 ... 270693 270697 270701 270701 270707 \n", "3 0 ... 46227 46275 46275 46275 46275 \n", "4 0 ... 103131 103131 103131 103131 103131 \n", "5 0 ... 11 11 11 11 11 \n", "6 0 ... 9098 9098 9098 9098 9098 \n", "7 0 ... 9711355 9711355 9711355 9711355 9713594 \n", "8 0 ... 443785 443785 443785 443785 443785 \n", "9 0 ... 205752 205752 206285 206285 206285 \n", "10 4 ... 3507880 3518633 3518633 3518633 3518633 \n", "11 0 ... 97483 97711 97711 97711 97711 \n", "12 0 ... 1641389 1649359 1649359 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96701958 \n", "261 0 ... 169396 169396 169396 169396 169396 \n", "262 0 ... 5479206 5479387 5479598 5479793 5479938 \n", "263 0 ... 1029426 1029803 1030146 1030478 1030837 \n", "264 0 ... 3866 3866 3866 3866 3866 \n", "265 0 ... 18220 18220 18220 18220 18220 \n", "266 0 ... 7305 7305 7305 7305 7305 \n", "267 0 ... 30809 30809 30809 30809 30809 \n", "268 0 ... 0 0 0 0 0 \n", "269 0 ... 1930 1930 1930 1930 1930 \n", "270 0 ... 20095 20095 20095 20095 20095 \n", "271 0 ... 31309 31309 31545 31545 31545 \n", "272 0 ... 38008 38008 38008 38008 38008 \n", "273 0 ... 60252 60252 60646 60646 60646 \n", "274 0 ... 1403 1403 1403 1403 1403 \n", "275 0 ... 4 4 4 4 4 \n", "276 0 ... 1826 1826 1826 1826 1826 \n", "277 0 ... 6380 6380 6380 6380 6380 \n", "278 0 ... 23672852 23735273 23735273 23735273 23735273 \n", "279 0 ... 986446 986446 986446 986446 986446 \n", "280 0 ... 244275 244285 244296 244296 244296 \n", "281 0 ... 11974 11974 11974 11974 11974 \n", "282 0 ... 544907 544921 544921 544950 544950 \n", "283 2 ... 11483529 11484659 11485361 11486043 11486414 \n", "284 0 ... 702804 702804 702804 702804 702804 \n", "285 0 ... 535 535 535 535 535 \n", "286 0 ... 11939 11939 11939 11939 11939 \n", "287 0 ... 333555 333555 333555 333555 333555 \n", "288 0 ... 257568 257655 257655 257655 257655 \n", "\n", " 10/10/22 10/11/22 10/12/22 10/13/22 10/14/22 \n", "0 200469 200626 200729 200846 201014 \n", "1 332503 332534 332555 332579 332598 \n", "2 270713 270716 270722 270722 270734 \n", "3 46275 46275 46366 46366 46366 \n", "4 103131 103131 103131 103131 103131 \n", "5 11 11 11 11 11 \n", "6 9098 9098 9106 9106 9106 \n", "7 9713594 9713594 9713594 9713594 9713594 \n", "8 444482 444482 444482 444482 444482 \n", "9 206285 206285 206285 206938 206938 \n", "10 3518633 3518633 3518633 3530443 3530443 \n", "11 97711 97711 97711 97958 97958 \n", "12 1649359 1649359 1649359 1656423 1655265 \n", "13 771681 771681 771681 771681 772083 \n", "14 250332 250332 250332 250332 251023 \n", "15 2625569 2626888 2628125 2630360 2631296 \n", "16 1159261 1159261 1159261 1164098 1164098 \n", "17 5260762 5273660 5292125 5306372 5319474 \n", "18 822186 822278 822346 822427 822485 \n", "19 37318 37318 37318 37318 37318 \n", "20 683773 684229 684545 684832 685067 \n", "21 2030090 2030550 2031006 2031451 2031797 \n", "22 102580 102580 102609 102609 102609 \n", "23 994037 994037 994037 994037 994037 \n", "24 4575519 4575519 4575519 4586564 4586564 \n", "25 68884 68909 68909 68909 68909 \n", "26 27782 27782 27782 27782 27782 \n", "27 62200 62200 62200 62200 62200 \n", "28 1108702 1108768 1108818 1108865 1108903 \n", "29 399184 399227 399298 399346 399410 \n", ".. ... ... ... ... ... \n", "259 20 20 20 20 20 \n", "260 96723988 96783524 96847991 96912054 96940217 \n", "261 169396 169396 169396 169396 169396 \n", "262 5480098 5480251 5480392 5480495 5480652 \n", "263 1031179 1031500 1031837 1032177 1032522 \n", "264 3866 3866 3866 3866 3866 \n", "265 18220 18220 18220 18220 18220 \n", "266 7305 7305 7305 7305 7305 \n", "267 30809 30809 30809 30809 30809 \n", "268 0 0 0 0 0 \n", "269 1930 1930 1930 1930 1930 \n", "270 20095 20095 20095 20121 20121 \n", "271 31545 31545 31836 31836 31836 \n", "272 38008 38008 38008 38008 38008 \n", "273 60646 60646 60646 60646 61048 \n", "274 1403 1403 1403 1403 1403 \n", "275 4 4 4 4 4 \n", "276 1826 1973 1973 1973 1973 \n", "277 6380 6380 6380 6380 6380 \n", "278 23735273 23735273 23735273 23798793 23798793 \n", "279 986446 987563 987563 987563 987563 \n", "280 244334 244337 244350 244361 244382 \n", "281 11976 11976 11976 11976 11976 \n", "282 544964 544966 545013 545159 545193 \n", "283 11487459 11488685 11489881 11490951 11491541 \n", "284 702804 702804 702804 702804 702804 \n", "285 535 535 535 535 535 \n", "286 11939 11939 11939 11939 11939 \n", "287 333624 333624 333624 333624 333624 \n", "288 257749 257749 257798 257827 257827 \n", "\n", "[289 rows x 1001 columns]" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "data = data_raw\n", "display(data)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Une fois nos données disponibles, je vais chercher les lignes des pays nous intéressant avec la fonction `.loc()` de la bibliothèque Pandas. Une fois ces données localisées, je vais les regrouper sous forme de DataFrame afin de pouvoir les traiter." ] }, { "cell_type": "code", "execution_count": 5, "metadata": { "hideCode": false, "hidePrompt": false }, "outputs": [], "source": [ "Row_Belgium = data.loc[data['Country/Region'] == 'Belgium']\n", "Series_Belgium = pd.Series(data.loc[Row_Belgium.index[0]], name = 'Belgium', dtype = int)" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [], "source": [ "Row_China = data.loc[(data['Country/Region'] == 'China') & (data['Province/State'] != 'Hong Kong')]\n", "Series_China_Total = Row_China.sum()" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [], "source": [ "Row_HongKong = data.loc[data['Province/State'] == 'Hong Kong']\n", "Series_HongKong = pd.Series(data.loc[Row_HongKong.index[0]], name = 'HongKong', dtype = int)" ] }, { "cell_type": "code", "execution_count": 8, "metadata": { "hideCode": false, "hidePrompt": false }, "outputs": [], "source": [ "Row_France = data.loc[(data['Province/State'].isna()) & (data['Country/Region'] == 'France')]\n", "Series_France = pd.Series(data.loc[Row_France.index[0]], name = 'France', dtype = int)" ] }, { "cell_type": "code", "execution_count": 9, "metadata": { "hideCode": false, "hidePrompt": false }, "outputs": [], "source": [ "Row_Germany = data.loc[data['Country/Region'] == 'Germany']\n", "Series_Germany = pd.Series(data.loc[Row_Germany.index[0]], name = 'Germany', dtype = int)" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [], "source": [ "Row_Iran = data.loc[data['Country/Region'] == 'Iran']\n", "Series_Iran = pd.Series(data.loc[Row_Iran.index[0]], name = 'Iran', dtype = int)" ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [], "source": [ "Row_Italy = data.loc[data['Country/Region'] == 'Italy']\n", "Series_Italy = pd.Series(data.loc[Row_Italy.index[0]], name = 'Italy', dtype = int)" ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [], "source": [ "Row_Japan = data.loc[data['Country/Region'] == 'Japan']\n", "Series_Japan = pd.Series(data.loc[Row_Japan.index[0]], name = 'Japan', dtype = int)" ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [], "source": [ "Row_KoreaSouth = data.loc[data['Country/Region'] == 'Korea, South']\n", "Series_KoreaSouth = pd.Series(data.loc[Row_KoreaSouth.index[0]], name = 'Korea, South', dtype = int)" ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [], "source": [ "Row_Netherlands = data.loc[(data['Province/State'].isna()) & (data['Country/Region'] == 'Netherlands')]\n", "Series_Netherlands = pd.Series(data.loc[Row_Netherlands.index[0]], name = 'Netherlands', dtype = int)" ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "outputs": [], "source": [ "Row_Portugal = data.loc[data['Country/Region'] == 'Portugal']\n", "Series_Portugal = pd.Series(data.loc[Row_Portugal.index[0]], name = 'Portugal', dtype = int)" ] }, { "cell_type": "code", "execution_count": 16, "metadata": {}, "outputs": [], "source": [ "Row_Spain = data.loc[data['Country/Region'] == 'Spain']\n", "Series_Spain = pd.Series(data.loc[Row_Spain.index[0]], name = 'Spain', dtype = int)" ] }, { "cell_type": "code", "execution_count": 17, "metadata": {}, "outputs": [], "source": [ "Row_UnitedKingdom = data.loc[(data['Province/State'].isna()) & (data['Country/Region'] == 'United Kingdom')]\n", "Series_UnitedKingdom = pd.Series(data.loc[Row_UnitedKingdom.index[0]], name = 'United Kingdom', dtype = int)" ] }, { "cell_type": "code", "execution_count": 18, "metadata": {}, "outputs": [], "source": [ "Row_US = data.loc[data['Country/Region'] == 'US']\n", "Series_US = pd.Series(data.loc[Row_US.index[0]], name = 'US', dtype = int)" ] }, { "cell_type": "code", "execution_count": 62, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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DateBelgiumChinaFranceGermanyHong KongIranItalyJapanKorea, SouthNetherlandsPortugalSpainUSUnited Kingdom
01/22/200548000002100010
11/23/200641002002100010
21/24/200918202002200020
31/25/2001401305002200020
41/26/2002067308004300050
51/27/2002869318004400050
61/28/2005501448007400050
71/29/20060775410007400060
81/30/200813154100011400060
91/31/2009790551202151100082
102/1/20011878681302201200182
112/2/200166156101502201500182
122/3/2001970161215022015001118
132/4/2012369061217022216001118
142/5/2012741961221022319001119
152/6/2013056361224022323001129
162/7/2013408561325032324001129
172/8/201367881113260324240011213
182/9/201398001114290324250021214
192/10/201423161114380326270021214
202/11/201443371116490327280021315
212/12/201447091116500328280021316
222/13/201598421116530333280021417
232/14/201663021116560343280021418
242/15/201683571216560354280021418
252/16/201704561216570360290021418
262/17/201723741216600367300021419
272/18/201741491216620379310021419
282/19/201745561216632385310021420
292/20/2017500912166853951040021422
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997 rows × 15 columns

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1816132 7553169 \n", "995 10/13/22 4586564 1010525 35119728 34517327 1821754 7553454 \n", "996 10/14/22 4586564 1011984 35178403 34608835 1826860 7553609 \n", "\n", " Italy Japan Korea, South Netherlands Portugal Spain US \\\n", "0 0 2 1 0 0 0 1 \n", "1 0 2 1 0 0 0 1 \n", "2 0 2 2 0 0 0 2 \n", "3 0 2 2 0 0 0 2 \n", "4 0 4 3 0 0 0 5 \n", "5 0 4 4 0 0 0 5 \n", "6 0 7 4 0 0 0 5 \n", "7 0 7 4 0 0 0 6 \n", "8 0 11 4 0 0 0 6 \n", "9 2 15 11 0 0 0 8 \n", "10 2 20 12 0 0 1 8 \n", "11 2 20 15 0 0 1 8 \n", "12 2 20 15 0 0 1 11 \n", "13 2 22 16 0 0 1 11 \n", "14 2 23 19 0 0 1 11 \n", "15 2 23 23 0 0 1 12 \n", "16 3 23 24 0 0 1 12 \n", "17 3 24 24 0 0 1 12 \n", "18 3 24 25 0 0 2 12 \n", "19 3 26 27 0 0 2 12 \n", "20 3 27 28 0 0 2 13 \n", "21 3 28 28 0 0 2 13 \n", "22 3 33 28 0 0 2 14 \n", "23 3 43 28 0 0 2 14 \n", "24 3 54 28 0 0 2 14 \n", "25 3 60 29 0 0 2 14 \n", "26 3 67 30 0 0 2 14 \n", "27 3 79 31 0 0 2 14 \n", "28 3 85 31 0 0 2 14 \n", "29 3 95 104 0 0 2 14 \n", ".. ... ... ... ... ... ... ... \n", "967 22114423 20500172 24316302 8401151 5454001 13374116 95604106 \n", "968 22131785 20576128 24359702 8405459 5456778 13384876 95660573 \n", "969 22148935 20647079 24394466 8405459 5456778 13384876 95669089 \n", "970 22161016 20711125 24413873 8405459 5456778 13384876 95674531 \n", "971 22169273 20749162 24461737 8405459 5461888 13384876 95730291 \n", "972 22197658 20780883 24502968 8409955 5466249 13393196 95799548 \n", "973 22218846 20850696 24535940 8409955 5469808 13393196 95897956 \n", "974 22241369 20928069 24565021 8409955 5472957 13393196 95978897 \n", "975 22262452 20991907 24594336 8415337 5476059 13403502 96062335 \n", "976 22284812 21031120 24620128 8415337 5476059 13403502 96071989 \n", "977 22303606 21077882 24634296 8415337 5476059 13403502 96078634 \n", "978 22313612 21121413 24673663 8415337 5480864 13403502 96124104 \n", "979 22358487 21165123 24709789 8422214 5481669 13412263 96184866 \n", "980 22395282 21215102 24740635 8422214 5484946 13412263 96271478 \n", "981 22432803 21257275 24769101 8422214 5490639 13412263 96355679 \n", "982 22467278 21293921 24796014 8430739 5493540 13422984 96389181 \n", "983 22500346 21329519 24819611 8430739 5493540 13422984 96397031 \n", "984 22529252 21358831 24831761 8430739 5493540 13422984 96402737 \n", "985 22542568 21373998 24848184 8430739 5498126 13422984 96443964 \n", "986 22602840 21413721 24882894 8441227 5499469 13431098 96499081 \n", "987 22648063 21455079 24911497 8441227 5500613 13431098 96570266 \n", "988 22692912 21488519 24933756 8441227 5501103 13431098 96630947 \n", "989 22737577 21517962 24953135 8452830 5501103 13441941 96689235 \n", "990 22781293 21544747 24970789 8452830 5501103 13441941 96696906 \n", "991 22815736 21567543 24979770 8452830 5501103 13441941 96701958 \n", "992 22830825 21580581 24995246 8452830 5502208 13441941 96723988 \n", "993 22896742 21593704 25025749 8464895 5505654 13441941 96783524 \n", "994 22944496 21639209 25052677 8464895 5506988 13441941 96847991 \n", "995 22990201 21684899 25076239 8464895 5508231 13441941 96912054 \n", "996 23030777 21721504 25098996 8475935 5509424 13462593 96940217 \n", "\n", " United Kingdom \n", "0 0 \n", "1 0 \n", "2 0 \n", "3 0 \n", "4 0 \n", "5 0 \n", "6 0 \n", "7 0 \n", "8 0 \n", "9 2 \n", "10 2 \n", "11 2 \n", "12 8 \n", "13 8 \n", "14 9 \n", "15 9 \n", "16 9 \n", "17 13 \n", "18 14 \n", "19 14 \n", "20 15 \n", "21 16 \n", "22 17 \n", "23 18 \n", "24 18 \n", "25 18 \n", "26 19 \n", "27 19 \n", "28 20 \n", "29 22 \n", ".. ... \n", "967 23585305 \n", "968 23585305 \n", "969 23585305 \n", "970 23585305 \n", "971 23585305 \n", "972 23585305 \n", "973 23585305 \n", "974 23621952 \n", "975 23621952 \n", "976 23621952 \n", "977 23621952 \n", "978 23621952 \n", "979 23621952 \n", "980 23621952 \n", "981 23672852 \n", "982 23672852 \n", "983 23672852 \n", "984 23672852 \n", "985 23672852 \n", "986 23672852 \n", "987 23672852 \n", "988 23735273 \n", "989 23735273 \n", "990 23735273 \n", "991 23735273 \n", "992 23735273 \n", "993 23735273 \n", "994 23735273 \n", "995 23798793 \n", "996 23798793 \n", "\n", "[997 rows x 15 columns]" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "frame = {'Belgium': Series_Belgium, \n", " 'China': Series_China_Total, \n", " 'Hong Kong': Series_HongKong, \n", " 'France': Series_France, \n", " 'Germany': Series_Germany, \n", " 'Iran': Series_Iran, \n", " 'Italy': Series_Italy, \n", " 'Japan': Series_Japan, \n", " 'Korea, South': Series_KoreaSouth, \n", " 'Netherlands': Series_Netherlands, \n", " 'Portugal': Series_Portugal, \n", " 'Spain': Series_Spain, \n", " 'United Kingdom': Series_UnitedKingdom, \n", " 'US': Series_US}\n", "\n", "selected_data_raw = pd.DataFrame(frame)\n", "selected_data = selected_data_raw[4:].reset_index()\n", "selected_data = selected_data.rename(columns={'index': 'Date'})\n", "display(selected_data)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Un fois nos données regroupées dans le DataFrame `selected_data`, je vais alors pouvoir les tracer avec la fonction `.plot()` de la bibliothèque Pandas." ] }, { "cell_type": "code", "execution_count": 22, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "colors = ['black',\n", " 'gray',\n", " 'silver',\n", " 'brown',\n", " 'red',\n", " 'coral',\n", " 'chocolate',\n", " 'orange',\n", " 'gold',\n", " 'darkgreen',\n", " 'lime',\n", " 'cyan',\n", " 'darkblue',\n", " 'magenta'\n", " ]\n", "selected_data.plot(x = 'Date', \n", " y = ['Belgium','China','Hong Kong',\n", " 'France','Germany','Iran',\n", " 'Italy','Japan','Korea, South',\n", " 'Netherlands','Portugal','Spain',\n", " 'United Kingdom', 'US'],\n", " figsize=(15, 8),\n", " color = colors)\n", "\n", "plt.title('Nombre de cas de Covid-19 en fonction de la date et du pays', fontsize = 18)\n", "plt.xlabel('Date',fontsize = 18)\n", "plt.ylabel('Nombre de cas de Covid-19',fontsize = 18)\n", "\n", "plt.xticks([0,345,710,996], \n", " [selected_data['Date'][0],\n", " selected_data['Date'][345],\n", " selected_data['Date'][710],\n", " selected_data['Date'][996]], \n", " rotation=45)\n", "\n", "plt.grid(which='both', linestyle='--')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Nous avons donc un graphique représentant le nombre de cas de Covid-19 en fonction de la date et du pays. Nous allons maintenant refaire ce graphique avec toutes les données de chaque pays selectionné cumulées." ] }, { "cell_type": "code", "execution_count": 47, "metadata": { "hideCode": false, "hidePrompt": false }, "outputs": [], "source": [ "selected_data['Total'] = selected_data['Belgium'] + selected_data['China'] + selected_data['France'] + selected_data['Germany'] + selected_data['Hong Kong'] + selected_data['Iran'] + selected_data['Italy'] + selected_data['Japan'] + selected_data['Korea, South'] + selected_data['Netherlands'] + selected_data['Portugal'] + selected_data['Spain'] + selected_data['US'] + selected_data['United Kingdom']" ] }, { "cell_type": "code", "execution_count": 59, "metadata": { "hideCode": false, "hidePrompt": false }, "outputs": [ { "data": { "image/png": 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\n", 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# Echelle linéaire\n", "selected_data.plot(x = 'Date', \n", " y = 'Total',\n", " figsize=(15, 8),)\n", "\n", "plt.title('Nombre de cas de Covid-19 total des pays selectionnés en fonction de la date', fontsize = 18)\n", "plt.xlabel('Date',fontsize = 18)\n", "plt.ylabel('Nombre de cas de Covid-19',fontsize = 18)\n", "\n", "plt.xticks([0,345,710,996], \n", " [selected_data['Date'][0],\n", " selected_data['Date'][345],\n", " selected_data['Date'][710],\n", " selected_data['Date'][996]], \n", " rotation=45)\n", "\n", "plt.grid(which='both', linestyle='--')\n", "plt.show()\n", "\n", "# Echelle logarithmique\n", "selected_data.plot(x = 'Date', \n", " y = 'Total',\n", " figsize=(15, 8),)\n", "\n", "plt.title('Nombre de cas de Covid-19 total des pays selectionnés en fonction de la date', fontsize = 18)\n", "plt.xlabel('Date',fontsize = 18)\n", "plt.ylabel('Nombre de cas de Covid-19',fontsize = 18)\n", "plt.yscale('log')\n", "\n", "plt.xticks([0,345,710,996], \n", " [selected_data['Date'][0],\n", " selected_data['Date'][345],\n", " selected_data['Date'][710],\n", " selected_data['Date'][996]], \n", " rotation=45)\n", "\n", "plt.grid(which='both', linestyle='--')\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "hideCode": false, "hidePrompt": false }, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": { "hideCode": false, "hidePrompt": false }, "outputs": [], "source": [] } ], "metadata": { "hide_code_all_hidden": false, "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": "3.6.4" } }, "nbformat": 4, "nbformat_minor": 2 }