diff --git a/journal/Readme.md b/journal/Readme.md index 92f0301da37ec78a8f3bee70e5ca3c31e027ba4e..cb6f371dabda35539eb204a63c1e0d5ac38700fd 100644 --- a/journal/Readme.md +++ b/journal/Readme.md @@ -31,8 +31,18 @@ pourquoi pas ajouter des marques pages. ## Module 2 +L'exercice avec le module Challenger est super interessant bien que je n'ai pas +réussit avoir les points sur le quizz. Quand on hésite entre deux réponses... + ## Module 3 +L'étude de cas sur l'analyse du syndrôme grippal est très bien détaillé ce qui permet +une appréhension rapide du problème et du processus de traitement et d'analyse +des données. + +La partie plus autonôme sur la varicelle à vraiment permit de bien appréhender +l'analyse. + ## Module 4 *Ré-exécuter n'est pas répliquer.* diff --git a/module3/exo1/analyse-syndrome-grippal.ipynb b/module3/exo1/analyse-syndrome-grippal.ipynb index 59d72b5b58a3ae26346460dd39e62a39c55243d7..0a39dae98739ee088a7088b68b8c314f2614f54e 100644 --- a/module3/exo1/analyse-syndrome-grippal.ipynb +++ b/module3/exo1/analyse-syndrome-grippal.ipynb @@ -9,7 +9,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 4, "metadata": {}, "outputs": [], "source": [ @@ -28,7 +28,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 5, "metadata": { "collapsed": true }, @@ -61,11 +61,228 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 6, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "text/html": [ + "
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weekindicatorincinc_lowinc_upinc100inc100_lowinc100_upgeo_inseegeo_name
020222232204717173.026921.03326.040.0FRFrance
120222131350510130.016880.02015.025.0FRFrance
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" + ], + "text/plain": [ + " week indicator inc inc_low inc_up inc100 inc100_low \\\n", + "0 202222 3 22047 17173.0 26921.0 33 26.0 \n", + "1 202221 3 13505 10130.0 16880.0 20 15.0 \n", + "2 202220 3 19787 15756.0 23818.0 30 24.0 \n", + "3 202219 3 17884 14079.0 21689.0 27 21.0 \n", + "4 202218 3 30353 25089.0 35617.0 46 38.0 \n", + "... ... ... ... ... ... ... ... \n", + "1957 198448 3 78620 60634.0 96606.0 143 110.0 \n", + "1958 198447 3 72029 54274.0 89784.0 131 99.0 \n", + "1959 198446 3 87330 67686.0 106974.0 159 123.0 \n", + "1960 198445 3 135223 101414.0 169032.0 246 184.0 \n", + "1961 198444 3 68422 20056.0 116788.0 125 37.0 \n", + "\n", + " inc100_up geo_insee geo_name \n", + "0 40.0 FR France \n", + "1 25.0 FR France \n", + "2 36.0 FR France \n", + "3 33.0 FR France \n", + "4 54.0 FR France \n", + "... ... ... ... \n", + "1957 176.0 FR France \n", + "1958 163.0 FR France \n", + "1959 195.0 FR France \n", + "1960 308.0 FR France \n", + "1961 213.0 FR France \n", + "\n", + "[1962 rows x 10 columns]" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ - "raw_data = pd.read_csv(data_url, skiprows=1)\n", + "raw_data = pd.read_csv(data_url, skiprows=1, encoding='latin1') # Problème d'encodage, j'ajoute \"encoding='latin1'\" pour corriger le problème.\n", "raw_data" ] }, @@ -78,9 +295,73 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 7, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "text/html": [ + "
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weekindicatorincinc_lowinc_upinc100inc100_lowinc100_upgeo_inseegeo_name
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weekindicatorincinc_lowinc_upinc100inc100_lowinc100_upgeo_inseegeo_name
020222232204717173.026921.03326.040.0FRFrance
120222131350510130.016880.02015.025.0FRFrance
220222031978715756.023818.03024.036.0FRFrance
320221931788414079.021689.02721.033.0FRFrance
420221833035325089.035617.04638.054.0FRFrance
.................................
195719844837862060634.096606.0143110.0176.0FRFrance
195819844737202954274.089784.013199.0163.0FRFrance
195919844638733067686.0106974.0159123.0195.0FRFrance
19601984453135223101414.0169032.0246184.0308.0FRFrance
196119844436842220056.0116788.012537.0213.0FRFrance
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1961 rows × 10 columns

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" + ], + "text/plain": [ + " week indicator inc inc_low inc_up inc100 inc100_low \\\n", + "0 202222 3 22047 17173.0 26921.0 33 26.0 \n", + "1 202221 3 13505 10130.0 16880.0 20 15.0 \n", + "2 202220 3 19787 15756.0 23818.0 30 24.0 \n", + "3 202219 3 17884 14079.0 21689.0 27 21.0 \n", + "4 202218 3 30353 25089.0 35617.0 46 38.0 \n", + "... ... ... ... ... ... ... ... \n", + "1957 198448 3 78620 60634.0 96606.0 143 110.0 \n", + "1958 198447 3 72029 54274.0 89784.0 131 99.0 \n", + "1959 198446 3 87330 67686.0 106974.0 159 123.0 \n", + "1960 198445 3 135223 101414.0 169032.0 246 184.0 \n", + "1961 198444 3 68422 20056.0 116788.0 125 37.0 \n", + "\n", + " inc100_up geo_insee geo_name \n", + "0 40.0 FR France \n", + "1 25.0 FR France \n", + "2 36.0 FR France \n", + "3 33.0 FR France \n", + "4 54.0 FR France \n", + "... ... ... ... \n", + "1957 176.0 FR France \n", + "1958 163.0 FR France \n", + "1959 195.0 FR France \n", + "1960 308.0 FR France \n", + "1961 213.0 FR France \n", + "\n", + "[1961 rows x 10 columns]" + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "data = raw_data.dropna().copy()\n", "data" @@ -122,7 +620,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 9, "metadata": {}, "outputs": [], "source": [ @@ -152,7 +650,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 10, "metadata": { "collapsed": true }, @@ -179,9 +677,17 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 11, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "1989-05-01/1989-05-07 1989-05-15/1989-05-21\n" + ] + } + ], "source": [ "periods = sorted_data.index\n", "for p1, p2 in zip(periods[:-1], periods[1:]):\n", @@ -199,9 +705,32 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 12, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", 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", 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", 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5115251\n", + "1990 5235827\n", + "1989 5466192\n", + "dtype: int64" + ] + }, + "execution_count": 17, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "yearly_incidence.sort_values()" ] @@ -331,9 +953,32 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 18, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 18, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], "source": [ "yearly_incidence.hist(xrot=20)" ] @@ -349,8 +994,11 @@ } ], "metadata": { + "interpreter": { + "hash": "68a78512f08647dba0d657fd7997aaa8ad8c9d9af1a9b906b8cea64366ea2030" + }, "kernelspec": { - "display_name": "Python 3", + "display_name": "Python 3.9.13 64-bit (windows store)", "language": "python", "name": "python3" }, @@ -364,7 +1012,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.6.1" + "version": "3.9.13" } }, "nbformat": 4, diff --git a/module3/exo1/incidence-PAY-3.csv b/module3/exo1/incidence-PAY-3.csv new file mode 100644 index 0000000000000000000000000000000000000000..22983ad467dee04931b2f0f271850e02b7418a52 --- /dev/null +++ b/module3/exo1/incidence-PAY-3.csv @@ -0,0 +1,1964 @@ +# @source="r�seau Sentinelles, INSERM, Sorbonne Universit�, http://www.sentiweb.fr", 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+198447,3,72029,54274,89784,131,99,163,FR,France +198446,3,87330,67686,106974,159,123,195,FR,France +198445,3,135223,101414,169032,246,184,308,FR,France +198444,3,68422,20056,116788,125,37,213,FR,France diff --git a/module3/exo2/exercice.ipynb b/module3/exo2/exercice.ipynb index 0bbbe371b01e359e381e43239412d77bf53fb1fb..233d84b317af1209344370e50a546e05cbc9ba5f 100644 --- a/module3/exo2/exercice.ipynb +++ b/module3/exo2/exercice.ipynb @@ -1,8 +1,624 @@ { - "cells": [], + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Incidence de la varicelle" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "metadata": {}, + "outputs": [], + "source": [ + "%matplotlib inline\n", + "import matplotlib.pyplot as plt\n", + "import pandas as pd\n", + "import isoweek" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Nous téléchargeons dans un premier temps les données de sur la varicelle. Les données sont importé en local.\n", + "Nous retirons la première ligne qui est un commentaire." + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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weekindicatorincinc_lowinc_upinc100inc100_lowinc100_upgeo_inseegeo_name
02022227212861628426288322440FRFrance
12022217198891589623882302436FRFrance
22022207235851900428166362943FRFrance
32022197185931418123005282135FRFrance
42022187178511396321739272133FRFrance
.................................
16391991017155651027120859271836FRFrance
16401990527193751329525455342345FRFrance
16411990517190801380724353342543FRFrance
1642199050711079666015498201228FRFrance
16431990497114302610205FRFrance
\n", + "

1644 rows × 10 columns

\n", + "
" + ], + "text/plain": [ + " week indicator inc inc_low inc_up inc100 inc100_low \\\n", + "0 202222 7 21286 16284 26288 32 24 \n", + "1 202221 7 19889 15896 23882 30 24 \n", + "2 202220 7 23585 19004 28166 36 29 \n", + "3 202219 7 18593 14181 23005 28 21 \n", + "4 202218 7 17851 13963 21739 27 21 \n", + "... ... ... ... ... ... ... ... \n", + "1639 199101 7 15565 10271 20859 27 18 \n", + "1640 199052 7 19375 13295 25455 34 23 \n", + "1641 199051 7 19080 13807 24353 34 25 \n", + "1642 199050 7 11079 6660 15498 20 12 \n", + "1643 199049 7 1143 0 2610 2 0 \n", + "\n", + " inc100_up geo_insee geo_name \n", + "0 40 FR France \n", + "1 36 FR France \n", + "2 43 FR France \n", + "3 35 FR France \n", + "4 33 FR France \n", + "... ... ... ... \n", + "1639 36 FR France \n", + "1640 45 FR France \n", + "1641 43 FR France \n", + "1642 28 FR France \n", + "1643 5 FR France \n", + "\n", + "[1644 rows x 10 columns]" + ] + }, + "execution_count": 31, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "raw_data = pd.read_csv(\"incidence-PAY-7.csv\", skiprows=1, encoding='latin1') # encodage utf-8\n", + "raw_data" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Nous recherchons les éventuelles points manquants." + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
\n", + "\n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "
weekindicatorincinc_lowinc_upinc100inc100_lowinc100_upgeo_inseegeo_name
\n", + "
" + ], + "text/plain": [ + "Empty DataFrame\n", + "Columns: [week, indicator, inc, inc_low, inc_up, inc100, inc100_low, inc100_up, geo_insee, geo_name]\n", + "Index: []" + ] + }, + "execution_count": 32, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "raw_data[raw_data.isnull().any(axis=1)]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Il n'y a ici aucun point manquant. Nous pouvons donc passer à l'analyse sans devoir supprimer une ligne.\n", + "\n", + "Nous définissons ensuite une fonction pour formater les semaines." + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "metadata": {}, + "outputs": [], + "source": [ + "def convert_week(year_and_week_int):\n", + " year_and_week_str = str(year_and_week_int)\n", + " year = int(year_and_week_str[:4])\n", + " week = int(year_and_week_str[4:])\n", + " w = isoweek.Week(year, week)\n", + " return pd.Period(w.day(0), 'W')\n", + "\n", + "raw_data['period'] = [convert_week(yw) for yw in raw_data['week']]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Nous définissons les périodes d'observation comme index de notre jeux de données.\n", + "\n", + "Puis les points sont triés par période dans le sens chronologique." + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "metadata": { + "collapsed": true + }, + "outputs": [], + "source": [ + "sorted_data = raw_data.set_index('period').sort_index()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Nous vérifions la cohérence des données. Entre la fin d'une période et\n", + "le début de la période qui suit, la différence temporelle doit être\n", + "zéro, ou au moins très faible. Nous laissons une \"marge d'erreur\"\n", + "d'une seconde." + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "metadata": {}, + "outputs": [], + "source": [ + "periods = sorted_data.index\n", + "for p1, p2 in zip(periods[:-1], periods[1:]):\n", + " delta = p2.to_timestamp() - p1.end_time\n", + " if delta > pd.Timedelta('1s'):\n", + " print(p1, p2)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Nous affichons une première fois les données pour avoir un premier rendu." + ] + }, + { + "cell_type": "code", + "execution_count": 36, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 36, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", 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" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "sorted_data['inc'].plot()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Un zoom sur les dernières années montre mieux la situation des pics au début de chaque année scolaire et l'épidémie se maintient jusqu'à la fin de l'année scolaire (début de l'été).\n", + "La varicelle touchant principalement les enfants. Des pics moins importants sont observé pour l'année 2020 et 2021 dû aux confinements imposée par la situtation sanitaire durant cette période.\n", + "\n", + "Nous remarquons un grands pic pour l'hiver 2022. En effet, les enfants ayant été peu atteint lors des années précédentes se retrouvent donc tous touché la même année." + ] + }, + { + "cell_type": "code", + "execution_count": 37, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 37, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "sorted_data['inc'][-200:].plot()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Etude de l'incidence annuelle\n", + "\n", + "Nous définissons la période d'une année. Il nous est imposé une année commençant le 1er septembre, début de l'année scolaire.\n", + "\n", + "Dans le même temps, l'année 1990 commençant à la semaine 49, elle ne donne pas assez d'information et n'aura que peu d'influence le résultat finale.\n", + "Nous retirons cette année pour débuter en 1991." + ] + }, + { + "cell_type": "code", + "execution_count": 49, + "metadata": {}, + "outputs": [], + "source": [ + "first_sept_week = [pd.Period(pd.Timestamp(y, 9, 1), 'W') for y in range(1991, sorted_data.index[-1].year)]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Nous vérfions également que les années contiennent entre 51 et 52 semaines." + ] + }, + { + "cell_type": "code", + "execution_count": 50, + "metadata": {}, + "outputs": [], + "source": [ + "year = []\n", + "yearly_incidence = []\n", + "for week1, week2 in zip(first_sept_week[:-1],\n", + " first_sept_week[1:]):\n", + " one_year = sorted_data['inc'][week1:week2-1]\n", + " assert abs(len(one_year)-52) < 2\n", + " yearly_incidence.append(one_year.sum())\n", + " year.append(week2.year)\n", + "yearly_incidence = pd.Series(data=yearly_incidence, index=year)" + ] + }, + { + "cell_type": "code", + "execution_count": 51, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 51, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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CzMwyOUmYmVkmJwkzM8vkJGFmZpmcJMzMLJOThJmZZXKSMDOzTE4SZmaWyUnCzMwyOUmYmVkmJwkzM8vkJGFmZpmcJMzMLJOThJmZZXKSMDOzTE4SZmaWyUnCzMwyOUmYmVmmipOEpNGSnpT0D2l+tqRdknok/UDS2BQfl+Z70vJZRfv4Soq/IOmKovjSFOuRtLYoXrIMMzOrj2rOJL4EPF80/3Xgjoj4JHAUWJ3iq4GjKX5HWg9Jc4EVwKeApcC3UuIZDXwTuBKYC3wurVuuDDMzq4OKkoSkGcAfAfekeQGfAR5Oq2wElqfp7jRPWn55Wr8b2BwR/RHxa6AHWJBePRHxYkS8D2wGugcpw8zM6qDSM4m/BW4GTqb5KcBbEXEizR8Cpqfp6cArAGn522n9D+MDtsmKlyvjDJLWSMpLyvf19VVYJTMzG8ygSULSHwO9EbG3DsczJBGxISJyEZHr6upq9OGYmbWNjgrWuRS4StIyoBOYANwJTJTUkX7pzwAOp/UPA+cDhyR1AB8H3iyKn1K8Tan4m2XKMDOzOhj0TCIivhIRMyJiFoULz09ExErgJ8Bn02qrgEfT9JY0T1r+REREiq9IvZ9mA3OA3cAeYE7qyTQ2lbElbZNVhpmZ1cFHuU/iFuDPJPVQuH5wb4rfC0xJ8T8D1gJExH7gIeA54B+BGyPig3SW8AVgG4XeUw+ldcuVYWZmdaDCD/b2kcvlIp/PN/owzMzqpvfYcb7w4JPcdc3FTB3fOaR9SNobEbmBcd9xbWbW4tY/foA9Lx1h/Y8PDPu+K7lwbWZmTejCW7fSf+Lkh/P37zrI/bsOMq5jFC+su3JYyvCZhJlZi9px82KumncenWMKX+WdY0bRPe88dtyyeNjKcJIwM2tRUyd0Mn5cB/0nTjKuYxT9J04yflzHkK9LlOLmJjOzFvbGu/2sXHgB1yyYyQO7D9L3zvFh3b97N5mZmXs3mZlZ9ZwkzMwsk5OEmZllcpIwM7NMThJmZpbJScLMzDI5SZiZWSYnCTMzy+QkYWZmmZwkzMwsk5OEmZllcpIwM7NMThJmZpbJScLMzDI5SZiZWSYnCTMzy+QkYWZmmQZNEpI6Je2W9LSk/ZL+KsVnS9olqUfSDySNTfFxab4nLZ9VtK+vpPgLkq4oii9NsR5Ja4viJcswM7P6qORMoh/4TER8GpgHLJW0CPg6cEdEfBI4CqxO668Gjqb4HWk9JM0FVgCfApYC35I0WtJo4JvAlcBc4HNpXcqUYWZmdTBokoiCd9PsmPQK4DPAwym+EVieprvTPGn55ZKU4psjoj8ifg30AAvSqyciXoyI94HNQHfaJqsMMzOrg4quSaRf/E8BvcB24FfAWxFxIq1yCJiepqcDrwCk5W8DU4rjA7bJik8pU8bA41sjKS8p39fXV0mVzMysAhUliYj4ICLmATMo/PL/7VoeVLUiYkNE5CIi19XV1ejDMTNrG1X1boqIt4CfAL8HTJTUkRbNAA6n6cPA+QBp+ceBN4vjA7bJir9ZpgwzM6uDSno3dUmamKbPAv4QeJ5CsvhsWm0V8Gia3pLmScufiIhI8RWp99NsYA6wG9gDzEk9mcZSuLi9JW2TVYaZmdVBx+CrcC6wMfVCGgU8FBH/IOk5YLOkdcCTwL1p/XuB70nqAY5Q+NInIvZLegh4DjgB3BgRHwBI+gKwDRgNfCci9qd93ZJRhpmZ1YEKP9jbRy6Xi3w+3+jDMDNrKZL2RkRuYNx3XJuZWSYnCTMzy+QkYWZmmZwkzMwsk5OEmZllcpIwM7NMThJmZpbJScLMzDI5SZiZWSYnCTMzy+QkYWZmmZwkzMwsk5OEmZllcpIwM7NMThJmZpbJScLMzDI5SZiZNaneY8e5+u6f0/vO8YYdg5OEmVmTWv/4Afa8dIT1Pz7QsGOo5BnXZmZWRxfeupX+Eyc/nL9/10Hu33WQcR2jeGHdlXU9Fp9JmJk1mR03L+aqeefROabwFd05ZhTd885jxy2L634sThJmZk1m6oROxo/roP/EScZ1jKL/xEnGj+tg6vjOuh+Lm5vMzJrQG+/2s3LhBVyzYCYP7D5IX4MuXisiyq8gnQ9sAqYBAWyIiDslTQZ+AMwCXgKujoijkgTcCSwD3gP+a0T8c9rXKuDWtOt1EbExxecD3wXOAh4DvhQRkVVGuePN5XKRz+cr/xcwMzMk7Y2I3MB4Jc1NJ4D/GRFzgUXAjZLmAmuBxyNiDvB4mge4EpiTXmuAb6cDmAz8JbAQWAD8paRJaZtvA/+9aLulKZ5VhpmZ1cGgSSIiXj11JhAR7wDPA9OBbmBjWm0jsDxNdwObomAnMFHSucAVwPaIOJLOBrYDS9OyCRGxMwqnNZsG7KtUGWZmVgdVXbiWNAu4GNgFTIuIV9Oi1yg0R0EhgbxStNmhFCsXP1QiTpkyzMysDipOEpL+FfD3wJcj4ljxsnQGUP7ixkdUrgxJayTlJeX7+vpqeRhmZiNKRUlC0hgKCeL7EfHDFH49NRWR/vam+GHg/KLNZ6RYufiMEvFyZZwhIjZERC4icl1dXZVUyczMKjBokki9le4Fno+I/120aAuwKk2vAh4til+ngkXA26nJaBuwRNKkdMF6CbAtLTsmaVEq67oB+ypVhpmZ1UElXWAvA3YA+4BT94l/lcJ1iYeAmcDLFLqnHklf9HdR6KH0HnB9ROTTvm5I2wLcFhH3pXiO011gtwI3pS6wU0qVMcjx9qV1W9E5wBuNPohh5Po0v3arU7vVB+pXpwsi4l80xQyaJKx+JOVL9VNuVa5P82u3OrVbfaDxdfKwHGZmlslJwszMMjlJNJcNjT6AYeb6NL92q1O71QcaXCdfkzAzs0w+kzAzs0xOEmZmlslJooYkfUdSr6Rni2KflvRzSfsk/V9JE1J8rKT7UvxpSX9QtM1PJb0g6an0mlr/2hSGjZf0E0nPSdov6UspPlnSdkkH0t9JKS5J6yX1SHpG0iVF+1qV1j+QhpBviGGu0wdF79GWFqnPb6f/j/2S/nzAvpam/3c9khoyAvMw1+el9Pl6SlLDnicwhDqtTP/X9kn6maRPF+2r9u9RRPhVoxfw+8AlwLNFsT3Av0/TNwB/naZvBO5L01OBvcCoNP9TINcE9TkXuCRNjwd+CcwFvgGsTfG1wNfT9DIKN0eKwjDzu1J8MvBi+jspTU9q5TqlZe+24Hs0Ffi3wG3AnxftZzTwK+ATwFjgaWBuq9YnLXsJOKcF36N/d+rzQeFRDKc+R3V5j3wmUUMR8U/AwDvE/zXwT2l6O/Af0/Rc4Im0XS/wFtBUNwVFjYeNr19NThvGOjWFausTEb0RsQf4zYBdLQB6IuLFiHgf2Jz2UVfDWJ+mMYQ6/SxOP2xtJ6fHuqvLe+QkUX/7Of1G/idOD3r4NHCVpA5Js4H5nDkg4n3pNPkvJKl+h1uaajNsfEN9xDoBdKowGvFOSctrf8TlVVifLE33Hn3E+kBhFOkfSdoraU1tjrI6Q6jTagpnslCn98jPuK6/G4D1kv6CwgCG76f4d4DfAfIUxp76GfBBWrYyIg5LGk9hNN5rKTycqSE0YNj44pwVESGp5fpVD1OdLkjv0yeAJyTti4hf1eiQy2q392iY6nNZen+mAtsl/SKd7TdEtXWStJhCkrisnsfpM4k6i4hfRMSSiJgPPEihTZGIOBERfxoR8yKiG5hIoa2SiDic/r4DPEDhNLMhVNth4xtimOpU/D69SOE60sU1P/gSqqxPlqZ5j4apPsXvTy/wCK3zOULSvwHuAboj4s0Urst75CRRZ+lXDJJGAbcC/yfNf0zS2Wn6D4ETEfFcan46J8XHAH8MPFty57U/9poOG1+XSgwwXHVKdRmX9nkOcCnwXF0qUWQI9cmyB5gjabakscCKtI+6Gq76SDo7nYmTPmdLaJHPkaSZwA+BayPil0Xr1+c9Gu4r4X6d0YvhQeBVChfRDlE4VfwShTOEXwK3c/qu91nACxQuYv2YQtMFwNkUejo9Q+F6xp3A6AbV5zIK7brPAE+l1zJgCvA4cCAd++S0voBvUjhb2kdRDy0KzW496XV9A9+jYakThR4o+yhcW9oHrG6R+vxW+r95jEJniUMUnjlP2u6Xqa5fa+X6UOgB9HR67W9UfYZYp3uAo0Xr5ov2VfP3yMNymJlZJjc3mZlZJicJMzPL5CRhZmaZnCTMzCyTk4SZmWVykjAzs0xOEmZmlun/A/wefviGsnLXAAAAAElFTkSuQmCC", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "yearly_incidence.plot(style='*')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Une liste triée permet de plus facilement répérer les valeurs les plus élevées (à la fin)." + ] + }, + { + "cell_type": "code", + "execution_count": 52, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "2020 221186\n", + "2021 376290\n", + "2002 516689\n", + "2018 542312\n", + "2017 551041\n", + "1996 564901\n", + "2019 584066\n", + "2015 604382\n", + "2000 617597\n", + "2001 619041\n", + "2012 624573\n", + "2005 628464\n", + "2006 632833\n", + "2011 642368\n", + "1993 643387\n", + "1995 652478\n", + "1994 661409\n", + "1998 677775\n", + "1997 683434\n", + "2014 685769\n", + "2013 698332\n", + "2007 717352\n", + "2008 749478\n", + "1999 756456\n", + "2003 758363\n", + "2004 777388\n", + "2016 782114\n", + "2010 829911\n", + "1992 832939\n", + "2009 842373\n", + "dtype: int64" + ] + }, + "execution_count": 52, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "yearly_incidence.sort_values()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Conclusion\n", + "\n", + "L'année avec l'épidémie la plus forte est l'année 2010 d'après les résultats de l'analyse.\n", + "Comme nous pouvions nous y attendre, l'année avec l'épidémie la plus faible est 2020. Touchant principalement les enfants, la varicelle à beaucoup moins circulé lors cette année dû aux confinements survenus au début de l'année scolaire 2020/2021. " + ] + } + ], "metadata": { + "interpreter": { + "hash": "68a78512f08647dba0d657fd7997aaa8ad8c9d9af1a9b906b8cea64366ea2030" + }, "kernelspec": { - "display_name": "Python 3", + "display_name": "Python 3.9.13 64-bit (windows store)", "language": "python", "name": "python3" }, @@ -16,10 +632,9 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.6.3" + "version": "3.9.13" } }, "nbformat": 4, "nbformat_minor": 2 } - diff --git a/module3/exo2/incidence-PAY-7.csv b/module3/exo2/incidence-PAY-7.csv new file mode 100644 index 0000000000000000000000000000000000000000..648d03925a561f091284740a831326020abcf3c7 --- /dev/null +++ b/module3/exo2/incidence-PAY-7.csv @@ -0,0 +1,1646 @@ +# @source="réseau Sentinelles, INSERM, Sorbonne Université, http://www.sentiweb.fr", @meta={"period":[199049,202222],"geo":["PAY","1"],"geo_ref":"insee","indicator":"7","type":"all","conf_int":true,"compact":false}, @date=2022-06-10T10:12:56+02:00 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