{"id":1417,"date":"2016-10-10T07:59:55","date_gmt":"2016-10-10T05:59:55","guid":{"rendered":"http:\/\/variances.eu\/?p=1417"},"modified":"2017-09-25T12:23:04","modified_gmt":"2017-09-25T10:23:04","slug":"big-data-1-la-fin-des-echantillons-ou-trois-paradigmes","status":"publish","type":"post","link":"https:\/\/variances.eu\/?p=1417","title":{"rendered":"Big Data (1) &#8211; la fin des \u00e9chantillons ou nouveau paradigme\u00a0?"},"content":{"rendered":"<p align=\"justify\"><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\"><i><b>De l\u2019\u00e9chantillon \u2026.<\/b><\/i><\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\">Depuis les premi\u00e8res tablettes cun\u00e9iformes du pays de Sumer jusqu\u2019\u00e0 la fin du XIX<\/span><\/span><sup><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\">\u00e8me<\/span><\/span><\/sup><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\"> si\u00e8cle, on peut consid\u00e9rer que le monde a v\u00e9cu sous le r\u00e8gne quasi-exclusif de \u00ab\u00a0l\u2019exhaustivit\u00e9\u00a0\u00bb. <\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\">Il y eut bien, au milieu du XVII<\/span><\/span><sup><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\">\u00e8me<\/span><\/span><\/sup><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\"> si\u00e8cle, de premi\u00e8res approches d\u2019\u00e9chantillonnage avec l\u2019\u00e9cole dite de l\u2019arithm\u00e9tique politique de John Graunt et William Petty en Angleterre, et les avanc\u00e9es de S\u00e9bastien Le Prestre de Vauban et Jean-Baptiste Colbert en France\u00a0: Vauban publie en 1686 un livre intitul\u00e9 \u00ab\u00a0<\/span><\/span><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\"><i>M\u00e9thode g\u00e9n\u00e9ralle et facille pour faire le d\u00e9nombrement des <\/i><\/span><\/span><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\">peuples\u00a0\u00bb. <\/span><\/span><\/p>\n<p align=\"center\"><img loading=\"lazy\" decoding=\"async\" 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\" width=\"339\" height=\"475\" name=\"Picture 6\" align=\"bottom\" border=\"0\" \/><\/p>\n<p align=\"justify\"><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\">Cependant, ces tentatives innovantes ne se sont pas g\u00e9n\u00e9ralis\u00e9es. La norme reste la vision exhaustive\u00a0; les pays les plus d\u00e9velopp\u00e9s sur le plan statistique \u2013 n\u2019oublions\u00a0<\/span><\/span><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\">pas que statistique vient du latin status, mot dont l\u2019un des sens est \u00ab\u00a0attitude, posture, position, \u00e9tat\u00a0\u00bb mais aussi qui poss\u00e8de un acception plus large en tant que \u00ab\u00a0gouvernement, Etat\u00a0\u00bb \u2013 qui g\u00e8rent des recensements, qu\u2019ils soient de population, d\u2019entreprises ou d\u2019\u00e9tablissements industriels, ou de terres agricoles.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\">Le XX<\/span><\/span><sup><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\">\u00e8me<\/span><\/span><\/sup><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\"> si\u00e8cle est marqu\u00e9 par le lent recul de l\u2019exhaustif et la mont\u00e9e de plus en plus affirm\u00e9e du paradigme de l\u2019\u00e9chantillonnage. On peut consid\u00e9rer que l\u2019acte fondateur en est la c<\/span><\/span><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\">ommunication d\u2019Anders N. Kiaer, directeur du Bureau Central de Statistique du Royaume de Norv\u00e8ge, <\/span><\/span><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\">lors du C<\/span><\/span><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\">ongr\u00e8s de Berne de l\u2019Institut International de Statistique d\u2019ao\u00fbt 1895 (IIS, maintenant d\u00e9nomm\u00e9e ISI dans sa version anglaise International Statistical Institute). Intitul\u00e9e <\/span><\/span><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\"><i>Observations et exp\u00e9riences concernant des d\u00e9nombrements repr\u00e9sentatifs<\/i><\/span><\/span><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\">, elle ouvre un p<\/span><\/span><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\">remier et long d\u00e9bat sur l\u2019\u00e9chantillonnage, la \u00ab\u00a0pars pro toto\u00a0\u00bb.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\">Au niveau le plus g\u00e9n\u00e9ral, il faut appr\u00e9cier tout particuli\u00e8rement les quatre premi\u00e8res lignes qui composent le pr\u00e9ambule de l\u2019expos\u00e9 de A. N. Kiaer, pertinentes et visionnaires.<\/span><\/span><\/p>\n<p align=\"justify\"><img loading=\"lazy\" decoding=\"async\" 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\" width=\"638\" height=\"336\" name=\"Picture 2\" align=\"bottom\" border=\"0\" \/><\/p>\n<p align=\"justify\"><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\">Suite \u00e0 l\u2019expos\u00e9 initial de Kiaer, pas tr\u00e8s bien accueilli par le monde scientifique de l\u2019\u00e9poque, et \u00e0 ses communications ult\u00e9rieures, puis \u00e0 d\u2019autres interventions reprenant de fa\u00e7on th\u00e9orique ou exp\u00e9rimentale les id\u00e9es de Kiaer, l\u2019IIS cr\u00e9e en mai 1924 une commission pour \u00e9tudier le bien-fond\u00e9 de ces techniques repr\u00e9sentatives. <\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\">Elle est pr\u00e9sid\u00e9e par le c\u00e9l\u00e8bre Adolph Jensen, l\u2019auteur de la bien connue in\u00e9galit\u00e9 \u00e9ponyme, et comporte des c\u00e9l\u00e9brit\u00e9s comme Corrado Gini, Arthur Bowley ou Lucien March. Les travaux de la Commission Jensen vont confirmer l\u2019int\u00e9r\u00eat scientifique de l\u2019approche. Anders Kiaer, d\u00e9c\u00e9d\u00e9 en 1919, n\u2019est plus de ce monde lorsque, lors du congr\u00e8s biennal de l\u2019IIS de 1925, Jensen en tire deux communications\u00a0: \u00ab\u00a0<\/span><\/span><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\"><i>Rapport sur la m\u00e9thode repr\u00e9sentative en statistique\u00a0\u00bb <\/i><\/span><\/span><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\">et \u00ab\u00a0<\/span><\/span><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\"><i>La m\u00e9thode repr\u00e9sentative en pratique\u00a0\u00bb<\/i><\/span><\/span><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\">\u00a0; ces conclusions seront publi\u00e9es dans le Bulletin de l\u2019Institut International de Statistique, en 1926, Volume 22, Livre 1. En quelques mots, l\u2019approche repr\u00e9sentative de Kiaer est confirm\u00e9e.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\">Le d\u00e9veloppement est ensuite rapide\u00a0: en 1934 para\u00eet l\u2019article de r\u00e9f\u00e9rence de la th\u00e9orie des sondages de Jerzy Neyman, \u00ab\u00a0O<\/span><\/span><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\"><i>n the two different aspects of representative method\u00a0: the method of stratified sampling and the method of purposive selection\u201d<\/i><\/span><\/span><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\">, publi\u00e9 dans le Journal of the Royal Statistical Society, Vol. 97.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\">Fait plut\u00f4t rare, tout au moins \u00e0 l\u2019\u00e9poque, dans le domaine scientifique\u00a0: ces premiers travaux trouvent rapidement un \u00e9cho dans le monde des applications op\u00e9rationnelles. En \u00e9conomie, \u00e0 la suite des articles de J-M. Keynes, au d\u00e9but des ann\u00e9es trente, on voit l\u2019apparition en 1935 des premiers panels de consommateurs et de distributeurs, op\u00e9r\u00e9s par des soci\u00e9t\u00e9s comme Nielsen aux Etats-Unis, GfK en Allemagne, et plus tard Cecodis \u2013 Centre d\u2019\u00e9tude de la consommation et de la distribution \u2013 en France. La soci\u00e9t\u00e9 allemande GfK est cr\u00e9\u00e9e par des professeurs d\u2019\u00e9conomie de l\u2019universit\u00e9 de Nuremberg. <\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\">Toujours en 1935, aux Etats-Unis, George Gallup lance son entreprise, <\/span><\/span><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\"><i>l\u2019American Institute for Public Opinion<\/i><\/span><\/span><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\">, et se fait conna\u00eetre du grand public en \u00ab\u00a0pr\u00e9disant\u00a0\u00bb, \u00e0 l\u2019aide d\u2019un \u00e9chantillon d\u2019\u00e9lecteurs, la victoire de Franklin D. Roosevelt sur Andrew Landon aux \u00e9lections pr\u00e9sidentielles am\u00e9ricaines de 1936. Jean Stoetzel en cr\u00e9e le clone fran\u00e7ais en 1937, l\u2019Institut Fran\u00e7ais d\u2019Opinion Publique (IFOP), premi\u00e8re soci\u00e9t\u00e9 d\u2019\u00e9tudes d\u2019opinion en France.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\">Apr\u00e8s guerre, l\u2019\u00e9chantillonnage devient la r\u00e9f\u00e9rence\u00a0par la rapidit\u00e9 d\u2019exploitation, la r\u00e9duction des co\u00fbts, dans un contexte de forte avanc\u00e9e des th\u00e9ories des probabilit\u00e9s et statistique, de l\u2019informatique, avec en outre une g\u00e9n\u00e9ralisation des domaines d\u2019application : \u00e9conomie, statistique \u00ab\u00a0officielle\u00a0\u00bb, sant\u00e9, marketing, sociologie, audience, politique, etc. <\/span><\/span><\/p>\n<p align=\"justify\">\u2026 <span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\"><i><b>aux Big Data<\/b><\/i><\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\">Majoritairement, le XX<\/span><\/span><sup><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\">\u00e9me<\/span><\/span><\/sup><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\"> si\u00e8cle a donc statistiquement v\u00e9cu sous le paradigme de l\u2019\u00e9chantillonnage, les recensements exhaustifs ont battu en retraite. Alors que dans les ann\u00e9es 1960, il y avait encore, au niveau du syst\u00e8me statistique public, le recensement d\u00e9mographique, le recensement agricole, le recensement industriel, aucun de ces dispositifs d\u2019observation n\u2019existe encore aujourd\u2019hui.\u00a0<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\">Depuis la fin du XX<\/span><\/span><sup><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\">\u00e8me<\/span><\/span><\/sup><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\"> si\u00e8cle et le d\u00e9but du XXI<\/span><\/span><sup><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\">\u00e8me<\/span><\/span><\/sup><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\">, la convergence num\u00e9rique a favoris\u00e9 le recueil automatique de donn\u00e9es observ\u00e9es sur des populations de plus en plus grandes, cr\u00e9ant des bases de donn\u00e9es contenant une masse croissante d\u2019informations, et annon\u00e7ant le potentiel retour du paradigme de l\u2019exhaustif.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\">En outre, le passage au digital a permis de mettre sous la m\u00eame forme des informations historiquement distinctes et h\u00e9t\u00e9rog\u00e8nes comme des fichiers de donn\u00e9es quantitatives, de textes, de sons (l\u2019audio), d\u2019images fixes ou d\u2019images mobiles (la video), ce qui est une r\u00e9volution aussi fondamentale que si les \u00eatres humains se mettaient tous \u00e0 parler la m\u00eame langue. <\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\">Sont apparues ainsi ce qu\u2019on appelle maintenant les Big Data, ou donn\u00e9es massives, ou plut\u00f4t, pour les fran\u00e7ais, les m\u00e9gadonn\u00e9es puisque c\u2019est le nom que recommande depuis ao\u00fbt 2014 la Commission Nationale de Terminologie. <\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\">Notons au passage l\u2019humour de la Commission qui montre ainsi non seulement sa ferme d\u00e9termination, l\u00e9gitime, \u00e0 lutter contre les termes anglais (\u00ab\u00a0big\u00a0\u00bb) mais aussi latins, puisque \u00ab\u00a0data\u00a0\u00bb n\u2019est autre que le pluriel de la forme A du supin du verbe <\/span><\/span><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\"><i>do, das, dare, dedi, datum<\/i><\/span><\/span><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\"> \u2026, qui signifie donner en latin. <\/span><\/span><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\"><i>A priori<\/i><\/span><\/span><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\">, ou plut\u00f4t \u00e0 premi\u00e8re vue, c\u2019est une extension hardie du champ de comp\u00e9tences. Esp\u00e9rons que la dite Commission ne va pas r\u00e9aliser que l\u2019anglais Big a \u00e9t\u00e9 traduit par le pr\u00e9fixe m\u00e9ga qui vient directement du grec ancien, probablement aussi condamnable que le latin\u00a0!<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\">Plus s\u00e9rieusement, les Big Data poss\u00e8dent deux param\u00e8tres majeurs\u00a0qui aident les \u00e0 d\u00e9finir\u00a0: la quantit\u00e9 et la fr\u00e9quence d\u2019acquisition. On peut donc \u00e9crire \u00ab\u00a0<\/span><\/span><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\">Volum\u00e9trie = Quantit\u00e9 x Fr\u00e9quence\u00a0\u00bb, la q<\/span><\/span><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\">uantit\u00e9 pouvant aller jusqu\u2019\u00e0 l\u2019exhaustivit\u00e9, et la fr\u00e9quence pouvant aller jusqu\u2019au temps r\u00e9el.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\">A ces Big Data on a coutume d\u2019associer des V, historiquement 3, puis 6. <\/span><\/span><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\">Les 3 V \u00ab\u00a0primitifs\u00a0\u00bb\u00a0sont Volume, Vari\u00e9t\u00e9 et V\u00e9locit\u00e9. Volume, pour la<\/span><\/span><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\"> quantit\u00e9 de donn\u00e9es \u00e9chang\u00e9es (recueil, stockage et traitement), <\/span><\/span><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\">Vari\u00e9t\u00e9, pour la<\/span><\/span><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\"> diversit\u00e9 des formats (texte, audio, image, video), des sources (sites, r\u00e9seaux sociaux, t\u00e9l\u00e9phones, Radio Frequency Identification (RFID), <\/span><\/span><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\">Global Positioning System (<\/span><\/span><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\">GPS), ..), et des origines (donn\u00e9es internes structur\u00e9es, externes non structur\u00e9es), et enfin <\/span><\/span><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\">V\u00e9locit\u00e9<\/span><\/span><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\"> pour le recueil et le traitement des donn\u00e9es en \u00ab\u00a0temps r\u00e9el\u00a0\u00bb.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\">Plus r\u00e9cemment ont \u00e9t\u00e9 ajout\u00e9s trois autres V, plus \u00ab\u00a0marketing\u00a0\u00bb, car c\u2019est l\u2019une des forces du Big Data que de bien se faire conna\u00eetre et reconna\u00eetre\u00a0: V\u00e9racit\u00e9 pour la <\/span><\/span><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\">confiance des utilisateurs dans l\u2019information recueillie, <\/span><\/span><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\">Visualisation<\/span><\/span><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\"> pour le traitement et la pr\u00e9sentation optimis\u00e9e des donn\u00e9es et des r\u00e9sultats \u00e0 des non-sp\u00e9cialistes pour l\u2019aide \u00e0 la d\u00e9cision, et enfin <\/span><\/span><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\">Valeur<\/span><\/span><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\"> pour la cr\u00e9ation de valeur pour l\u2019entreprise.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\">Les \u00ab\u00a0Big Data\u00a0\u00bb ont soulev\u00e9 et soul\u00e8vent des questions diverses, parfois anciennes, parfois innovantes, concernant les m\u00e9thodes de traitement, le stockage, etc .. Ces questions n\u2019ont pas toutes encore de r\u00e9ponse optimale, mais il faut en \u00eatre conscient et \u00eatre vigilant. Appliquer la politique de l\u2019autruche et ignorer ces informations ne saurait \u00eatre une option satisfaisante pour un scientifique. <\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\">D\u2019abord, que fait-on\u00a0sur le plan des traitements statistiques, c\u2019est-\u00e0-dire les fameux \u00ab\u00a0algorithmes\u00a0\u00bb que nous voyons appara\u00eetre jusque dans la presse quotidienne\u00a0? Quel est le statut\u00a0des donn\u00e9es, et celui de leur auteur-propri\u00e9taire ? Le cadre r\u00e9glementaire ou l\u00e9gislatif existant est-il toujours adapt\u00e9, ou de fa\u00e7on plus r\u00e9aliste puisque nous savons tous qu\u2019en g\u00e9n\u00e9ral le droit court derri\u00e8re la pratique sociale, \u00e9volue-t-il presque aussi rapidement que la r\u00e9alit\u00e9 de la statistique et des bases de donn\u00e9es\u00a0?<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\"><i><b>Donn\u00e9es homog\u00e8nes sur \u00e9chantillon ou donn\u00e9es h\u00e9t\u00e9rog\u00e8nes nombreuses\u00a0: un faux d\u00e9bat\u00a0?<\/b><\/i><\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\">On assiste depuis quelque temps \u00e0 des \u00e9changes parfois passionn\u00e9s \u00e0 propos des donn\u00e9es, semblant opposer les tenants de donn\u00e9es homog\u00e8nes issues d\u2019un \u00e9chantillonnage r\u00e9alis\u00e9 selon les \u00ab\u00a0r\u00e8gles de l\u2019Art\u00a0\u00bb, et les donn\u00e9es h\u00e9t\u00e9rog\u00e8nes provenant de collectes peu structur\u00e9es mais massives. <\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\">Sur un tout autre plan, cela rappelle les d\u00e9bats sans fin des ann\u00e9es soixante, et d\u2019ailleurs assez st\u00e9riles, avec le recul du temps, entre les tenants de l\u2019analyse g\u00e9om\u00e9trique des donn\u00e9es et les d\u00e9fenseurs d\u2019une approche probabiliste ou statistique math\u00e9matique.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\">Surtout ne pas entrer dans ce jeu d\u00e9risoire. De m\u00eame que dans les ann\u00e9es 1990 les m\u00e9gabases de donn\u00e9es (alors en mode d\u00e9claratif, ma\u00eetris\u00e9es par des soci\u00e9t\u00e9s comme Claritas ou Axciom) n\u2019ont pas tu\u00e9 l\u2019\u00e9chantillonnage, la victoire des Big Data et la disparition des \u00ab\u00a0sondages\u00a0\u00bb sont, \u00e0 moyen terme, tr\u00e8s peu probables. <\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\">Tout d\u2019abord, il faut prendre conscience que tous les domaines n\u2019engendrent pas forc\u00e9ment des m\u00e9gadonn\u00e9es. N\u00e9anmoins, de fait, dans de nombreux secteurs d\u2019activit\u00e9, les donn\u00e9es sont l\u00e0, et depuis le d\u00e9but des ann\u00e9es 2000, on assiste \u00e0 un retour possible vers l\u2019exhaustif gr\u00e2ce aux nouvelles technologies et \u00e0 la convergence num\u00e9rique. En t\u00e9l\u00e9com et m\u00e9dias, on parle de \u00ab\u00a0voie de retour\u00a0\u00bb ou \u00ab\u00a0return path data\u00a0\u00bb via des objets qui transmettent leur \u00e9tat instantan\u00e9, comme sm<\/span><\/span><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\">artphones, tablettes, TV connect\u00e9es, box ADSL, etc\u2026, ou encore les cartes de fid\u00e9lit\u00e9 en grande consommation, sans oublier la g\u00e9n\u00e9ralisation des capteurs et l\u2019arriv\u00e9e des objets connect\u00e9s. <\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\">Pour l\u2019usage et les traitements, la r\u00e9ponse est simple \u00e0 \u00e9noncer, m\u00eame si elle peut \u00eatre tr\u00e8s compliqu\u00e9e \u00e0 concevoir ou \u00e0 mettre en oeuvre. Il faut s\u2019inspirer, en r\u00e9f\u00e9rence, de la \u00ab\u00a0philosophie\u00a0\u00bb des grands th\u00e9oriciens de la statistique et des sondages, comme Jean-Claude Deville et Carl-Eric Sarndal\u00a0: quand on a des donn\u00e9es ou de l\u2019information auxiliaire, il faut s\u2019en servir. <\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\">Excellent principe\u00a0: c\u2019est donc \u00e0 la science statistique de trouver des r\u00e9ponses math\u00e9matiques intelligentes.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\">Pour illustrer ceci, dans le domaine des m\u00e9dias, a \u00e9t\u00e9 mise au point l\u2019hybridation de sources, m\u00e9lange des donn\u00e9es d\u2019\u00e9chantillonnage ou de panels et des donn\u00e9es en grand nombre, de granularit\u00e9s diff\u00e9rentes\u00a0: nous avons l\u2019observation de comportements fins \u00e0 partir de panels d\u2019individus d\u2019une part, et le recueil d\u2019informations plus grossi\u00e8res sur l\u2019\u00e9tat de \u00ab\u00a0box\u00a0\u00bb ou de \u00ab\u00a0devices\u00a0\u00bb, d\u2019autre part. <\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\">Un objet n\u2019est pas un individu, la plupart d\u2019entre eux ont plusieurs utilisateurs, et en outre \u00ab\u00a0exhaustif\u00a0\u00bb ne signifie pas \u00ab\u00a0sans erreur\u00a0\u00bb, ou \u00ab\u00a0parfait\u00a0\u00bb.<\/span><\/span> <span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\">Ceci est une \u00e9vidence, mais c\u2019est pourtant ce que croient fr\u00e9quemment certains non-sp\u00e9cialistes, et il n\u2019est pas simple de faire comprendre, par exemple, que la quantit\u00e9 ou l\u2019exhaustivit\u00e9 ne sont pas forc\u00e9ment le Graal. Ceci nous ram\u00e8ne \u00e0 Anders Kia\u00ebr, 1895, \u00e0 Jerzy Neyman, 1934, ou aux \u00ab\u00a0votes de paille\u00a0\u00bb de Gallup en 1936, et donc au fondement de la th\u00e9orie des sondages. <\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\">Deux exemples \u00e0 ce sujet : en t\u00e9l\u00e9vision, une box ADSL allum\u00e9e continue \u00e0 rester active sur le signal de la derni\u00e8re cha\u00eene regard\u00e9e, m\u00eame quand le t\u00e9l\u00e9viseur est \u00e9teint. Il y a l\u00e0 cr\u00e9ation indue d\u2019information qui se trouve \u00eatre compl\u00e8te mais enti\u00e8rement fausse. Cela fait un biais de quelques heures\u00a0de dur\u00e9e de vision ! <\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\">Pour Internet, on consid\u00e8re qu\u2019en moyenne <\/span><\/span><span style=\"color: #000000;\"><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\">le taux de visites cr\u00e9\u00e9es par des robots ou autres technologies de contact est de l&rsquo;ordre de 50 \u00e0 60 % (Source Le Journal du Net). Il faut donc traiter et filtrer des donn\u00e9es quasi-exhaustives\u00a0! <\/span><\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\">Une fois ce nettoyage effectu\u00e9, quelques expos\u00e9s scientifiques r\u00e9cents ont montr\u00e9 que l\u2019approche hybridant des sources distinctes \u00e9tait porteuse d\u2019avenir, donnant naissance \u00e0 une nouvelle base plus riche que les sources parentes. <\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\">Dans le domaine du marketing m\u00e9dias, M\u00e9diam\u00e9trie a d\u00e9velopp\u00e9 deux techniques d\u2019hybridation, qui ont \u00e9t\u00e9 r\u00e9compens\u00e9es au printemps 2015 par deux <\/span><\/span><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\"><i>award<\/i><\/span><\/span><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\"> mondiaux.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\">La premi\u00e8re est appel\u00e9e \u00ab\u00a0panel up\u00a0\u00bb\u00a0: comme son nom l\u2019indique, l\u2019approche \u00ab\u00a0panel up\u00a0\u00bb am\u00e9liore la donn\u00e9e individuelle issue d\u2019un panel, en utilisant une technique de type \u00ab redressement sous contraintes\u00a0\u00bb. La seconde est d\u00e9nomm\u00e9e \u00ab\u00a0log up\u00a0\u00bb, qui individualise l\u2019\u00e9tat d\u2019un device, via une approche de mod\u00e9lisation permettant de passer de l\u2019\u00e9tat d\u2019une box \u00e0 ses utilisateurs potentiels. <\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\">Ainsi, ont \u00e9t\u00e9 rapproch\u00e9s les comportements d\u2019un panel d\u2019internautes se connectant via un ordinateur avec le d\u00e9nombrement de l\u2019ensemble des visites et des pages vues des sites. Avec l\u2019accord du march\u00e9 de l\u2019Internet, cette approche hybride \u00ab\u00a0panel up\u00a0\u00bb est devenue la r\u00e9f\u00e9rence de la mesure d\u2019audience de l\u2019Internet via un PC ou un Mac depuis l\u2019\u00e9t\u00e9 2012.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\">Et la t\u00e9l\u00e9vision suivra, c\u2019est in\u00e9luctable. D\u2019ores et d\u00e9j\u00e0, \u00e0 titre exploratoire pour certaines cha\u00eenes th\u00e9matiques payantes, sont estim\u00e9s les comportements individuels d\u2019audience des personnes vivant dans un foyer \u00e9quip\u00e9 d\u2019une box CanalSat en travaillant sur les log (informations \u00e9l\u00e9mentaires) des bo\u00eetiers, enrichies des \u00e9l\u00e9ments du panel TV, en utilisant un mod\u00e8le, un algorithme enti\u00e8rement nouveau d\u00e9velopp\u00e9 par la direction scientifique de M\u00e9diam\u00e9trie et utilisant le cadre g\u00e9n\u00e9ral de la th\u00e9orie de cha\u00eenes de Markov cach\u00e9es pour passer de l\u2019\u00e9tat d\u2019un objet aux individus qui le font fonctionner. Andre\u00ef Markov (1856-1922) est \u00e0 l\u2019origine des mod\u00e8les de description probabiliste du passage de l\u2019\u00e9tat d\u2019un syst\u00e8me \u00e0 un autre \u00e9tat. Le mod\u00e8le de Markov cach\u00e9 date, quant \u00e0 lui, de 1965, ses applications \u00e9tant d\u00e9velopp\u00e9es \u00e0 partir de la fin des ann\u00e9es 1970 et durant les ann\u00e9es 1980.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\">Les r\u00e9sultats hybrides garantissent une coh\u00e9rence globale bien meilleure entre les r\u00e9sultats marginaux auxquels conduiraient chacun des deux syst\u00e8mes d\u2019observation pris s\u00e9par\u00e9ment. <\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\">Mais, avec du recul, il y a quarante ans, quand \u00e0 l\u2019INSEE, pour \u00e9laborer le \u00ab\u00a0Syst\u00e8me Unifi\u00e9 de Statistique d\u2019Entreprises\u00a0\u00bb, \u00e9taient rapproch\u00e9es les donn\u00e9es des \u00e9chantillons des enqu\u00eates annuelles d\u2019entreprise, les donn\u00e9es exhaustives fiscales, et m\u00eame parfois les donn\u00e9es contenues dans les rapports de conseil d\u2019administration, n\u2019\u00e9tait-ce pas d\u00e9j\u00e0 de l\u2019hybridation\u00a0de sources ? <\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\">Pour conclure avec une image, il y a encore quelques ann\u00e9es, on observait en g\u00e9n\u00e9ral un ph\u00e9nom\u00e8ne via un \u00e9chantillon, on avait donc une \u00ab\u00a0brique\u00a0\u00bb d\u2019observations faite avec une mati\u00e8re homog\u00e8ne. Maintenant c\u2019est comme si l\u2019on disposait de plusieurs briques, mais la finalit\u00e9 est de construire un mur\u00a0: la solidit\u00e9 des briques est importante, mais la qualit\u00e9 du ciment l\u2019est \u00e9galement. Les briques sont les divers dispositifs engendrant des donn\u00e9es, la conception et la mod\u00e9lisation statistique sont le ciment. Ce ciment, c\u2019est le m\u00e9tier des sp\u00e9cialistes de l\u2019observation, des sondages, de la statistique math\u00e9matique, de la mod\u00e9lisation, et plus g\u00e9n\u00e9ralement de l\u2019utilisation optimale des techniques math\u00e9matiques.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"font-family: Arial, serif;\"><span style=\"font-size: medium;\">Ce m\u00e9lange de data de natures diff\u00e9rentes est m\u00eame une fabuleuse opportunit\u00e9 pour les m\u00e9tiers scientifiques, au sens large, vision totalement oppos\u00e9e \u00e0 celle de certains qui pr\u00e9tendent que profusion de donn\u00e9es dispensera de math\u00e9matiques et m\u00eame d\u2019intelligence\u00a0!<\/span><\/span><\/p>\n","protected":false},"excerpt":{"rendered":"<p>De l\u2019\u00e9chantillon \u2026. Depuis les premi\u00e8res tablettes cun\u00e9iformes du pays de Sumer jusqu\u2019\u00e0 la fin du XIX\u00e8me si\u00e8cle, on peut consid\u00e9rer que le monde a v\u00e9cu sous le r\u00e8gne quasi-exclusif de \u00ab\u00a0l\u2019exhaustivit\u00e9\u00a0\u00bb. Il y eut bien, au milieu du XVII\u00e8me si\u00e8cle, de premi\u00e8res approches d\u2019\u00e9chantillonnage avec l\u2019\u00e9cole dite de l\u2019arithm\u00e9tique politique de John Graunt et [&hellip;]<\/p>\n","protected":false},"author":18,"featured_media":1443,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_et_pb_use_builder":"","_et_pb_old_content":"","_et_gb_content_width":"","_exactmetrics_skip_tracking":false,"_exactmetrics_sitenote_active":false,"_exactmetrics_sitenote_note":"","_exactmetrics_sitenote_category":0,"footnotes":""},"categories":[99,15,133],"tags":[104,112,42],"class_list":["post-1417","post","type-post","status-publish","format-standard","has-post-thumbnail","hentry","category-big-data","category-data-science","category-themes","tag-big-data","tag-echantillons","tag-statistique","et-has-post-format-content","et_post_format-et-post-format-standard"],"_links":{"self":[{"href":"https:\/\/variances.eu\/index.php?rest_route=\/wp\/v2\/posts\/1417","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/variances.eu\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/variances.eu\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/variances.eu\/index.php?rest_route=\/wp\/v2\/users\/18"}],"replies":[{"embeddable":true,"href":"https:\/\/variances.eu\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=1417"}],"version-history":[{"count":0,"href":"https:\/\/variances.eu\/index.php?rest_route=\/wp\/v2\/posts\/1417\/revisions"}],"wp:featuredmedia":[{"embeddable":true,"href":"https:\/\/variances.eu\/index.php?rest_route=\/wp\/v2\/media\/1443"}],"wp:attachment":[{"href":"https:\/\/variances.eu\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=1417"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/variances.eu\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=1417"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/variances.eu\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=1417"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}