Page liste détaillée https://portail.polytechnique.edu/i3_crg/fr fr Comment les startups intègrent-elles des objectifs sociaux et environnementaux ? https://portail.polytechnique.edu/i3_crg/fr/comment-les-startups-integrent-elles-des-objectifs-sociaux-et-environnementaux <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--title--page-article.html.twig x field--node--title.html.twig * field--node--page-article.html.twig * field--title.html.twig * field--string.html.twig * field.html.twig --> <!-- BEGIN OUTPUT from 'themes/poly/templates/field/field--node--title.html.twig' --> Comment les startups intègrent-elles des objectifs sociaux et environnementaux ? <!-- END OUTPUT from 'themes/poly/templates/field/field--node--title.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--body--page-article.html.twig x field--node--body.html.twig * field--node--page-article.html.twig * field--body.html.twig * field--text-with-summary.html.twig * field.html.twig --> <!-- BEGIN OUTPUT from 'themes/poly/templates/field/field--node--body.html.twig' --> <div class="field"> <div class="field-items"> <div class="field-item even"> <div class="tex2jax_process"> <p class="text-align-justify"><span style="color: rgb(0, 104, 128);"><strong>Présentation de l'interviewée : </strong></span><strong><em><span style="font-family:&quot;Georgia&quot;,serif">Alice Carle est doctorante CIFRE en 1<sup>ère</sup> année à i3-CRG sous la direction de Thierry Rayna. Elle effectue sa thèse au sein de l'incubateur public Agoranov, dirigé par Jean-Michel Dalle, également professeur à Sorbonne Université et chercheur associé à i3-CRG. Diplômée de Sciences Po Aix-en-Provence, elle effectue un double diplôme au Master IREN, Industries de Réseau et Economie Numérique, qu'elle obtient, au parcours Innovation, avec mention très bien. Alors en alternance chez ENGIE, elle rédige un mémoire de recherche sur un nouveau modèle d'intrapreneuriat, porté par BNP Paribas, Danone et ENGIE. Aujourd'hui au sein d'Agoranov, Alice Carle a la responsabilité de la Communication, du Programme d'Accélération et de la Communauté des Incubés et Anciens. Sa thèse porte sur la façon dont les startups intègrent des objectifs à la fois économiques, sociaux et environnementaux.</span></em></strong></p> <p class="text-align-justify"><span style="color: rgb(0, 104, 128);"><strong>Sur quel projet travaillez-vous actuellement ?</strong></span></p> <p class="text-align-justify"><span style="background:white"><span style="line-height:13pt"><span style="font-family:&quot;Georgia&quot;,serif"><span style="color:#424242">Comment et dans quelle mesure les entrepreneurs intègrent-t-ils des dimensions à la fois économiques, sociales et environnementales dans leur <i>startup ?</i> Entre leur discours et leur mode de fonctionnement, existe-t-il des dissonances ? Intégrer ces objectifs dans leur <i>startup</i> implique-t-il de posséder certaines appétences et/ou compétences particulières ? Est-il possible de les inculquer aux entrepreneurs ? Dans quelle mesure un incubateur peut-il jouer ce rôle-là ? </span></span></span></span></p> <p class="text-align-justify"><span style="background:white"><span style="line-height:13pt"><span style="font-family:&quot;Georgia&quot;,serif"><span style="color:#424242">Le projet de recherche se déroulera avec une approche recherche-action et privilégiera une méthode qualitative. La démarche exploratoire a l’ambition de répondre à plusieurs interrogations présentes dans la littérature sur l’entrepreneuriat dit <i>“sustainable”,</i> c’est-à-dire ayant pour objectif un impact à la fois économique, social et environnemental. Les conclusions présenteront des recommandations managériales pour les intéressés, mais également pour leurs parties prenantes.</span></span></span></span></p> <p class="text-align-justify"><span style="color: rgb(0, 104, 128);"><strong>Quelles évolutions voyez-vous pour ce projet ?</strong></span></p> <p class="text-align-justify"><i><span style="font-family:&quot;Georgia&quot;,serif">Institut Polytechnique de Paris. </span></i><span style="font-family:&quot;Georgia&quot;,serif">La particularité de cette thèse est l’accès privilégié à un terrain d’entrepreneurs de qualité. Depuis sa création en 2000, Agoranov a accompagné plus de 450 <i>startups</i> innovantes, qui ont créé plus de 12 000 emplois et levé plus de deux milliards d’euros en fonds privés. Les entretiens menés avec ces entrepreneurs, experts dans des domaines variés (<i>deeptech,</i> santé, industrie et <i>greentech,</i> numérique…), pourront nourrir les réflexions d’autres recherches sur des sujets de pointe. La thèse entend enfin mettre en lumière des acteurs qui proposent des innovations au service de projets durables. Comprendre leurs enjeux et leurs difficultés permettra aux décideurs d’apporter des réponses adaptées.</span></p> <p class="text-align-right"><em>Propos recueillis par Marie Claude Cléon</em></p> </div> </div> </div> </div> <!-- END OUTPUT from 'themes/poly/templates/field/field--node--body.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--uid--page-article.html.twig x field--node--uid.html.twig * field--node--page-article.html.twig * field--uid.html.twig * field--entity-reference.html.twig * field.html.twig --> <!-- BEGIN OUTPUT from 'core/themes/stable9/templates/field/field--node--uid.html.twig' --> <span> <!-- THEME DEBUG --> <!-- THEME HOOK: 'username' --> <!-- BEGIN OUTPUT from 'core/themes/stable9/templates/user/username.html.twig' --> <span lang="" about="/i3_crg/fr/user/264" typeof="schema:Person" property="schema:name" datatype="">marie-claude.cleon</span> <!-- END OUTPUT from 'core/themes/stable9/templates/user/username.html.twig' --> </span> <!-- END OUTPUT from 'core/themes/stable9/templates/field/field--node--uid.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--created--page-article.html.twig x field--node--created.html.twig * field--node--page-article.html.twig * field--created.html.twig * field--created.html.twig * field.html.twig --> <!-- BEGIN OUTPUT from 'core/themes/stable9/templates/field/field--node--created.html.twig' --> <span> <!-- THEME DEBUG --> <!-- THEME HOOK: 'time' --> <!-- BEGIN OUTPUT from 'themes/poly/templates/field/time.html.twig' --> mer 30/06/2021 - 18:02 <!-- END OUTPUT from 'themes/poly/templates/field/time.html.twig' --> </span> <!-- END OUTPUT from 'core/themes/stable9/templates/field/field--node--created.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--field-hide-date--page-article.html.twig * field--node--field-hide-date.html.twig * field--node--page-article.html.twig * field--field-hide-date.html.twig * field--boolean.html.twig x field.html.twig --> <!-- BEGIN OUTPUT from 'themes/poly/templates/field/field.html.twig' --> 0 <!-- END OUTPUT from 'themes/poly/templates/field/field.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--field-date--page-article.html.twig * field--node--field-date.html.twig * field--node--page-article.html.twig * field--field-date.html.twig * field--timestamp.html.twig x field.html.twig --> <!-- BEGIN OUTPUT from 'themes/poly/templates/field/field.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'time' --> <!-- BEGIN OUTPUT from 'themes/poly/templates/field/time.html.twig' --> 30 juin 2021 <!-- END OUTPUT from 'themes/poly/templates/field/time.html.twig' --> <!-- END OUTPUT from 'themes/poly/templates/field/field.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--field-end-date--page-article.html.twig * field--node--field-end-date.html.twig * field--node--page-article.html.twig * field--field-end-date.html.twig * field--timestamp.html.twig x field.html.twig --> <!-- BEGIN OUTPUT from 'themes/poly/templates/field/field.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'time' --> <!-- BEGIN OUTPUT from 'themes/poly/templates/field/time.html.twig' --> 30 juin 2021 <!-- END OUTPUT from 'themes/poly/templates/field/time.html.twig' --> <!-- END OUTPUT from 'themes/poly/templates/field/field.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'links__node' --> <!-- FILE NAME SUGGESTIONS: * links--node.html.twig x links.html.twig --> <!-- BEGIN OUTPUT from 'themes/poly/templates/navigation/links.html.twig' --> <!-- END OUTPUT from 'themes/poly/templates/navigation/links.html.twig' --> Wed, 30 Jun 2021 16:02:10 +0000 marie-claude.cleon 913 at https://portail.polytechnique.edu/i3_crg Gérer l’action collective globale : le cas des débris spatiaux https://portail.polytechnique.edu/i3_crg/fr/gerer-laction-collective-globale-le-cas-des-debris-spatiaux <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--title--page-article.html.twig x field--node--title.html.twig * field--node--page-article.html.twig * field--title.html.twig * field--string.html.twig * field.html.twig --> <!-- BEGIN OUTPUT from 'themes/poly/templates/field/field--node--title.html.twig' --> Gérer l’action collective globale : le cas des débris spatiaux <!-- END OUTPUT from 'themes/poly/templates/field/field--node--title.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--body--page-article.html.twig x field--node--body.html.twig * field--node--page-article.html.twig * field--body.html.twig * field--text-with-summary.html.twig * field.html.twig --> <!-- BEGIN OUTPUT from 'themes/poly/templates/field/field--node--body.html.twig' --> <div class="field"> <div class="field-items"> <div class="field-item even"> <div class="tex2jax_process"> <p class="text-align-justify"><span style="color: rgb(0, 104, 128);"><strong>Présentation de l'interviewée :<em> </em></strong></span><em><strong><span style="font-family:&quot;Georgia&quot;,serif"><span style="color:#424242">Camille Toussaint est diplômée de l’ESCP Business School et ancienne élève du master recherche Gestion et Dynamique des Organisations. Depuis 2019, elle est doctorante à i3-Centre de Recherche en Gestion (École polytechnique) sous la direction de Hervé Dumez. Elle est également chargée d’enseignement au département Management Innovation Entrepreneuriat de l’École polytechnique.</span></span></strong></em></p> <p class="text-align-justify"><span style="color: rgb(0, 104, 128);"><strong>Sur quel projet travaillez-vous actuellement ?</strong></span></p> <p class="text-align-justify"><span style="font-family:&quot;Georgia&quot;,serif"><span style="color:#424242">Je prépare actuellement une thèse de doctorat sur la gestion de l’action collective dans les problèmes environnementaux mondiaux, et plus particulièrement sur le management des débris spatiaux. Ces objets ou fragments d’objets inactifs se multiplient sur les orbites terrestres et présentent des risques et des coûts pour les satellites actifs, les missions scientifiques et les populations au sol. C’est sur ce problème de développement durable, aussi qualifié de « tragédie des communs », que portait mon mémoire de master de recherche. Ce cas est intéressant parce qu’il illustre une situation extrême d’action collective globale. En effet, il se caractérise par son échelle planétaire, par l’hétérogénéité de ses acteurs (États, agences spatiales, industriels, startups, organisations internationales) et par sa dimension temporelle (il faut nettoyer les orbites encombrées, éviter une catastrophe imminente et modifier les comportements à long terme). L’idée est de comprendre les mécanismes de coordination mis en place par les acteurs pour faire face au problème.</span></span></p> <p class="text-align-justify"><span style="color: rgb(0, 104, 128);"><strong>Quelles évolutions voyez-vous pour ce projet ?</strong></span></p> <p class="text-align-justify"><span style="background:white"><span style="line-height:13pt"><span style="font-family:&quot;Georgia&quot;,serif"><span style="color:#424242"><span style="font-family:&quot;Georgia&quot;,serif">Il serait intéressant de comparer le cas des débris spatiaux avec d’autres situations d’action collective globale, comme notamment la gestion de la pollution plastique dans les océans. Là aussi, une action inter-organisationnelle initiée par des acteurs hétérogènes aux intérêts divergents est nécessaire à mettre en place. </span></span></span></span></span><br />  </p> <p class="text-align-justify"><u><em><b><span style="font-size:9.0pt"><span style="font-family:&quot;Georgia&quot;,serif"><span style="color:#424242">Lien vers une publication, un support interactif, un site personnel</span></span></span></b></em></u><span style="font-size:10.0pt"><span style="background:white"><span style="font-family:&quot;Georgia&quot;,serif"><span style="color:#222222"> : Toussaint Camille et Dumez Hervé (2020) « Gérer un méta-problème : le cas des débris spatiaux ».</span></span></span></span><i><span style="font-size:10.0pt"><span style="font-family:&quot;Georgia&quot;,serif"><span style="color:#222222"> Gérer et comprendre</span></span></span></i><span style="font-size:10.0pt"><span style="background:white"><span style="font-family:&quot;Georgia&quot;,serif"><span style="color:#222222">, n°141, pp. 3-12. </span></span></span></span><span style="font-size:10.0pt"><span style="font-family:&quot;Georgia&quot;,serif"><span style="color:#424242"><a href="https://hal.archives-ouvertes.fr/hal-03059669/document" style="color:#003c56; text-decoration:none"><span style="background:white">https://hal.archives-ouvertes.fr/hal-03059669/document</span></a></span></span></span></p> <p class="text-align-right"><em>Propos recueillis par Marie Claude Cléon</em></p> </div> </div> </div> </div> <!-- END OUTPUT from 'themes/poly/templates/field/field--node--body.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--uid--page-article.html.twig x field--node--uid.html.twig * field--node--page-article.html.twig * field--uid.html.twig * field--entity-reference.html.twig * field.html.twig --> <!-- BEGIN OUTPUT from 'core/themes/stable9/templates/field/field--node--uid.html.twig' --> <span> <!-- THEME DEBUG --> <!-- THEME HOOK: 'username' --> <!-- BEGIN OUTPUT from 'core/themes/stable9/templates/user/username.html.twig' --> <span lang="" about="/i3_crg/fr/user/264" typeof="schema:Person" property="schema:name" datatype="">marie-claude.cleon</span> <!-- END OUTPUT from 'core/themes/stable9/templates/user/username.html.twig' --> </span> <!-- END OUTPUT from 'core/themes/stable9/templates/field/field--node--uid.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--created--page-article.html.twig x field--node--created.html.twig * field--node--page-article.html.twig * field--created.html.twig * field--created.html.twig * field.html.twig --> <!-- BEGIN OUTPUT from 'core/themes/stable9/templates/field/field--node--created.html.twig' --> <span> <!-- THEME DEBUG --> <!-- THEME HOOK: 'time' --> <!-- BEGIN OUTPUT from 'themes/poly/templates/field/time.html.twig' --> mer 30/06/2021 - 17:42 <!-- END OUTPUT from 'themes/poly/templates/field/time.html.twig' --> </span> <!-- END OUTPUT from 'core/themes/stable9/templates/field/field--node--created.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--field-hide-date--page-article.html.twig * field--node--field-hide-date.html.twig * field--node--page-article.html.twig * field--field-hide-date.html.twig * field--boolean.html.twig x field.html.twig --> <!-- BEGIN OUTPUT from 'themes/poly/templates/field/field.html.twig' --> 0 <!-- END OUTPUT from 'themes/poly/templates/field/field.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--field-date--page-article.html.twig * field--node--field-date.html.twig * field--node--page-article.html.twig * field--field-date.html.twig * field--timestamp.html.twig x field.html.twig --> <!-- BEGIN OUTPUT from 'themes/poly/templates/field/field.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'time' --> <!-- BEGIN OUTPUT from 'themes/poly/templates/field/time.html.twig' --> 30 juin 2021 <!-- END OUTPUT from 'themes/poly/templates/field/time.html.twig' --> <!-- END OUTPUT from 'themes/poly/templates/field/field.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--field-end-date--page-article.html.twig * field--node--field-end-date.html.twig * field--node--page-article.html.twig * field--field-end-date.html.twig * field--timestamp.html.twig x field.html.twig --> <!-- BEGIN OUTPUT from 'themes/poly/templates/field/field.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'time' --> <!-- BEGIN OUTPUT from 'themes/poly/templates/field/time.html.twig' --> 30 juin 2021 <!-- END OUTPUT from 'themes/poly/templates/field/time.html.twig' --> <!-- END OUTPUT from 'themes/poly/templates/field/field.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'links__node' --> <!-- FILE NAME SUGGESTIONS: * links--node.html.twig x links.html.twig --> <!-- BEGIN OUTPUT from 'themes/poly/templates/navigation/links.html.twig' --> <!-- END OUTPUT from 'themes/poly/templates/navigation/links.html.twig' --> Wed, 30 Jun 2021 15:42:11 +0000 marie-claude.cleon 912 at https://portail.polytechnique.edu/i3_crg Quels apports de l’IA dans la gestion de la personnalisation du parcours patient ? https://portail.polytechnique.edu/i3_crg/fr/quels-apports-de-lia-dans-la-gestion-de-la-personnalisation-du-parcours-patient <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--title--page-article.html.twig x field--node--title.html.twig * field--node--page-article.html.twig * field--title.html.twig * field--string.html.twig * field.html.twig --> <!-- BEGIN OUTPUT from 'themes/poly/templates/field/field--node--title.html.twig' --> Quels apports de l’IA dans la gestion de la personnalisation du parcours patient ? <!-- END OUTPUT from 'themes/poly/templates/field/field--node--title.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--body--page-article.html.twig x field--node--body.html.twig * field--node--page-article.html.twig * field--body.html.twig * field--text-with-summary.html.twig * field.html.twig --> <!-- BEGIN OUTPUT from 'themes/poly/templates/field/field--node--body.html.twig' --> <div class="field"> <div class="field-items"> <div class="field-item even"> <div class="tex2jax_process"> <div> <p class="rtejustify text-align-justify"><img alt="" data-entity-type="file" data-entity-uuid="0d044a86-b076-4149-af00-f61aed43cf0d" height="186" src="/i3_crg/sites/pf_100/files/bloc-sidebar/Photo%20J.%20Perez.jpg" width="147" class="align-left" loading="lazy" /><span style="color: rgb(0, 104, 128);"><strong>Présentation de l'interviewé :</strong></span><span style="background:white"><span style="font-size:10pt"><span style="background:white"><span style="line-height:13pt"><span style="font-family:&quot;Georgia&quot;,serif"><span style="color:#424242"><em><span style="font-family:&quot;Georgia&quot;,serif"> </span></em></span></span></span></span></span></span><strong><span style="background:white"><span style="background:white"><span style="line-height:13pt"><span style="font-family:&quot;Georgia&quot;,serif"><span style="color:#424242"><em><span style="font-family:&quot;Georgia&quot;,serif">Après avoir conclu le cycle ingénieur polytechnicien par un master de recherche en gestion de l’innovation en alternance avec un cabinet de conseil, j’ai souhaité poursuivre une thèse par défi intellectuel et pour ce que mes efforts pourraient apporter à la société. Je suis donc rentré comme doctorant au CRG, en octobre 2020, grâce à une thèse proposée par le Professeur Etienne Minvielle dans le cadre de la chaire Sanofi « IA-Santé » à l’École polytechnique.</span></em></span></span></span></span></span></strong><span style="background:white"><span style="font-size:10pt"><span style="background:white"><span style="line-height:13pt"><span style="font-family:&quot;Georgia&quot;,serif"><span style="color:#424242"><em><span style="font-family:&quot;Georgia&quot;,serif"><sdtpr></sdtpr></span></em></span></span></span></span></span></span></p> <p class="rtejustify"><span style="color: rgb(0, 104, 128);"><strong>Sur quel projet travaillez-vous actuellement ?</strong></span></p> </div> <p style="text-align:justify"><span style="background:white"><span style="line-height:13pt"><span style="font-family:&quot;Georgia&quot;,serif"><span style="color:#424242"><span style="font-family:&quot;Georgia&quot;,serif">L’apport de l’Intelligence Artificielle dans la gestion de la personnalisation du parcours patient est loin d’être évident. Malgré la sensation de nouveauté et les discours prométhéens, les avancées techniques dans la « data » s’inscrivent dans des trajectoires historiques qui relativisent leur potentiel espéré. S’ajoute la complexité du secteur de la santé avec son écosystème fragmenté, des acteurs à géométrie variable, les limitations règlementaires et éthiques à l’innovation… De nombreuses dimensions méritent d’être prises en compte pour intégrer le développement technique afin qu’il serve notre propos : améliorer la prise en charge du patient.</span></span></span></span></span><span style="font-size:10pt"><span style="background:white"><span style="line-height:13pt"><span style="font-family:&quot;Georgia&quot;,serif"><span style="color:#424242"><span style="font-family:&quot;Georgia&quot;,serif"><sdtpr></sdtpr></span></span></span></span></span></span></p> <p style="text-align:justify"><span style="background:white"><span style="line-height:13pt"><span style="font-family:&quot;Georgia&quot;,serif"><span style="color:#424242"><span style="font-family:&quot;Georgia&quot;,serif">Ce projet s’inscrit dans la continuité des travaux d’Etienne Minvielle dont le récent ouvrage, Le patinent et le système, aux Editions Seli Arslan (2018), m’ont permis de comprendre les enjeux de la personnalisation dans le parcours de santé. Il s’agit de poursuivre une volonté qui accompagne la médicine dès ses origines, c’est-à-dire la meilleure prise en charge du patient possible, de façon égalitaire et -j’ose le dire- fraternelle, tout en étant conscient des contraintes que cela impose. Le génie d’Etienne consiste à approcher la personnalisation comme une opportunité pour résoudre les problèmes que connait le système de soins actuel au lieu d’une énième contrainte. Comment la technologie peut servir ces propos ? L’équation est loin d’être simple, ce qui me motive d’autant plus !</span></span></span></span></span></p> <p class="rtejustify"><span style="color: rgb(0, 104, 128);"><strong>Quelles évolutions voyez-vous pour ce projet ?</strong></span></p> <p style="text-align:justify"><span style="background:white"><span style="line-height:13pt"><span style="font-family:&quot;Georgia&quot;,serif"><span style="color:#424242"><span style="font-family:&quot;Georgia&quot;,serif">J’en suis au début de mes recherches, commencées en octobre 2020. La construction théorique actuelle permet de faire ressortir la complexité et donc la richesse du sujet. Plusieurs terrains sont envisagés afin d’amener des éléments concrets au débat.</span></span></span></span></span><span style="font-size:10pt"><span style="background:white"><span style="line-height:13pt"><span style="font-family:&quot;Georgia&quot;,serif"><span style="color:#424242"><span style="font-family:&quot;Georgia&quot;,serif"><sdtpr></sdtpr></span></span></span></span></span></span></p> <p style="text-align:justify"><span style="background:white"><span style="line-height:13pt"><span style="font-family:&quot;Georgia&quot;,serif"><span style="color:#424242"><span style="font-family:&quot;Georgia&quot;,serif">Parmi ces chantiers, un MODAL va commencer en mars avec un binôme d’étudiants polytechniciens et une équipe au Health Data Hub pour mettre en place une méthode d’évaluation des dispositifs de santé en routine.</span></span></span></span></span></p> <p style="text-align:justify"><span style="background:white"><span style="line-height:13pt"><span style="font-family:&quot;Georgia&quot;,serif"><span style="color:#424242"><span style="font-family:&quot;Georgia&quot;,serif">Aussi l’Institut Gustave Roussy se prête-t-il à de nombreuses expérimentations dans la personnalisation de la prise en charge, notamment avec le projet PEPON en partenariat avec le CHU de Lausanne. Ce sont des terrains d’analyse et potentiellement de « recherche-intervention », la spécialité du CRG !</span></span></span></span></span></p> <p style="text-align:justify"><span style="background:white"><span style="line-height:13pt"><span style="font-family:&quot;Georgia&quot;,serif"><span style="color:#424242"><span style="font-family:&quot;Georgia&quot;,serif">Dans le futur proche, je souhaite mobiliser les acquis de ma formation pour étudier une notion complexe par ses frontières floues, sa multi-dimensionnalité et sa rapide évolution. Je pense que la délimitation de mon sujet à la gestion de la personnalisation du parcours de soins (outre le potentiel intérêt sociétal) est un point d’encrage nécessaire pour éviter de partir tous azimuts. Il s’agit de faire un modeste petit pas de plus dans la compréhension du monde.</span></span></span></span></span></p> <p style="text-align:justify"><span style="background:white"><span style="line-height:13pt"><span style="font-family:&quot;Georgia&quot;,serif"><span style="color:#424242"><span style="font-family:&quot;Georgia&quot;,serif">Tout comme mon directeur de thèse me le transmet au quotidien, j’espère pouvoir partager à mon tour l’enthousiasme et l’envie de la découverte scientifique qui m’anime ! De même, je serais très heureux si les terrains que je mobilise avec Etienne Minvielle permettront au laboratoire de se rapprocher du monde de la santé, un secteur à fort potentiel pour la recherche en gestion. </span></span></span></span></span></p> <p> </p> <p><span style="font-size:10pt"><span style="background:white"><span style="line-height:13pt"><span style="font-family:&quot;Georgia&quot;,serif"><span style="color:#424242"><em><b><span style="font-size:9.0pt"><span style="font-family:&quot;Georgia&quot;,serif">Lien vers une publication, un support interactif, un site personnel</span></span></b><span style="font-size:9.0pt"><span style="font-family:&quot;Georgia&quot;,serif"> : </span></span></em></span></span></span></span></span><span style="font-size:10pt"><span style="background:white"><span style="line-height:13pt"><span style="font-family:&quot;Georgia&quot;,serif"><span style="color:#424242"><em><span style="font-size:9.0pt"><span style="font-family:&quot;Georgia&quot;,serif">(« Work in progress » comme disent les anglais)</span></span></em></span></span></span></span></span></p> <p> </p> <p align="right"><em>Propos recueillis par Marie Claude Cléon</em></p> </div> </div> </div> </div> <!-- END OUTPUT from 'themes/poly/templates/field/field--node--body.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--uid--page-article.html.twig x field--node--uid.html.twig * field--node--page-article.html.twig * field--uid.html.twig * field--entity-reference.html.twig * field.html.twig --> <!-- BEGIN OUTPUT from 'core/themes/stable9/templates/field/field--node--uid.html.twig' --> <span> <!-- THEME DEBUG --> <!-- THEME HOOK: 'username' --> <!-- BEGIN OUTPUT from 'core/themes/stable9/templates/user/username.html.twig' --> <span lang="" about="/i3_crg/fr/user/264" typeof="schema:Person" property="schema:name" datatype="">marie-claude.cleon</span> <!-- END OUTPUT from 'core/themes/stable9/templates/user/username.html.twig' --> </span> <!-- END OUTPUT from 'core/themes/stable9/templates/field/field--node--uid.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--created--page-article.html.twig x field--node--created.html.twig * field--node--page-article.html.twig * field--created.html.twig * field--created.html.twig * field.html.twig --> <!-- BEGIN OUTPUT from 'core/themes/stable9/templates/field/field--node--created.html.twig' --> <span> <!-- THEME DEBUG --> <!-- THEME HOOK: 'time' --> <!-- BEGIN OUTPUT from 'themes/poly/templates/field/time.html.twig' --> mer 03/03/2021 - 12:14 <!-- END OUTPUT from 'themes/poly/templates/field/time.html.twig' --> </span> <!-- END OUTPUT from 'core/themes/stable9/templates/field/field--node--created.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--field-hide-date--page-article.html.twig * field--node--field-hide-date.html.twig * field--node--page-article.html.twig * field--field-hide-date.html.twig * field--boolean.html.twig x field.html.twig --> <!-- BEGIN OUTPUT from 'themes/poly/templates/field/field.html.twig' --> 0 <!-- END OUTPUT from 'themes/poly/templates/field/field.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--field-date--page-article.html.twig * field--node--field-date.html.twig * field--node--page-article.html.twig * field--field-date.html.twig * field--timestamp.html.twig x field.html.twig --> <!-- BEGIN OUTPUT from 'themes/poly/templates/field/field.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'time' --> <!-- BEGIN OUTPUT from 'themes/poly/templates/field/time.html.twig' --> 03 mars 2021 <!-- END OUTPUT from 'themes/poly/templates/field/time.html.twig' --> <!-- END OUTPUT from 'themes/poly/templates/field/field.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--field-end-date--page-article.html.twig * field--node--field-end-date.html.twig * field--node--page-article.html.twig * field--field-end-date.html.twig * field--timestamp.html.twig x field.html.twig --> <!-- BEGIN OUTPUT from 'themes/poly/templates/field/field.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'time' --> <!-- BEGIN OUTPUT from 'themes/poly/templates/field/time.html.twig' --> 03 mars 2021 <!-- END OUTPUT from 'themes/poly/templates/field/time.html.twig' --> <!-- END OUTPUT from 'themes/poly/templates/field/field.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'links__node' --> <!-- FILE NAME SUGGESTIONS: * links--node.html.twig x links.html.twig --> <!-- BEGIN OUTPUT from 'themes/poly/templates/navigation/links.html.twig' --> <!-- END OUTPUT from 'themes/poly/templates/navigation/links.html.twig' --> Wed, 03 Mar 2021 11:14:42 +0000 marie-claude.cleon 900 at https://portail.polytechnique.edu/i3_crg Potentiel de l’Industrie 4.0 pour améliorer la gestion des organizations https://portail.polytechnique.edu/i3_crg/fr/potentiel-de-lindustrie-40-pour-ameliorer-la-gestion-des-organizations <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--title--page-article.html.twig x field--node--title.html.twig * field--node--page-article.html.twig * field--title.html.twig * field--string.html.twig * field.html.twig --> <!-- BEGIN OUTPUT from 'themes/poly/templates/field/field--node--title.html.twig' --> Potentiel de l’Industrie 4.0 pour améliorer la gestion des organizations <!-- END OUTPUT from 'themes/poly/templates/field/field--node--title.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--body--page-article.html.twig x field--node--body.html.twig * field--node--page-article.html.twig * field--body.html.twig * field--text-with-summary.html.twig * field.html.twig --> <!-- BEGIN OUTPUT from 'themes/poly/templates/field/field--node--body.html.twig' --> <div class="field"> <div class="field-items"> <div class="field-item even"> <div class="tex2jax_process"><p class="rtejustify text-align-justify"><span style="color: rgb(0, 104, 128);"><strong>Présentation de l'interviewé</strong></span><span style="font-size: 14px;"><span style="color: rgb(66, 66, 66);"><strong><i> </i></strong></span></span>: <span style="line-height:normal"><span style="font-family:&quot;Calibri&quot;,sans-serif"><strong><i><span style="font-family:&quot;Calibri&quot;,sans-serif"><span style="color:#424242">Joaquín Ordieres-Meré est professeur à l'Université polytechnique de Madrid, à l'école d'ingénieurs industriels et au département d'ingénierie de l'organisation, de la gestion des entreprises et des statistiques. Il a été chercheur invité à l'INRIA Rocquencourt sur le thème de l'analyse numérique, à l'Institut de technologie de Beijing en Chine pour l'analyse de données et à l'Université de l'Iowa aux États-Unis, également dans le thème du Big Data</span></span></i></strong></span></span>.</p> <p class="rtejustify text-align-justify"><span style="font-size: 14px;"><span style="color: rgb(66, 66, 66);"><strong><i>Il a été professeur dans plusieurs universités en Espagne, comme celles de Oviedo et de la Rioja. Il a également été professeur à l’ESCP campus de Madrid dans le cadre des masters de gestion de projets. </i></strong></span></span></p> <p class="rtejustify text-align-justify"><span style="font-size: 14px;"><span style="color: rgb(66, 66, 66);"><strong><i>Il possède une expérience en tant que consultant dans les domaines de la gestion des déchets industriels, de la transformation numérique des entreprises et de la gestion de projets. Il a publié plus d'une centaine d'articles scientifiques et a obtenu plus de trois mille citations. Il est également co-auteur de plus de dix brevets. </i></strong></span></span></p> <p class="rtejustify text-align-justify"><span style="font-size: 14px;"><span style="color: rgb(66, 66, 66);"><strong><i>Il est régulièrement réviseur pour plusieurs revues scientifiques et membre du comité espagnol assigné à l'ISO pour la normalisation de la gestion de projets. </i></strong></span></span></p> <p align="LEFT"><span style="color: rgb(0, 104, 128);"><strong>Sur quel projet travaillez-vous actuellement ?</strong></span></p> <p class="rtejustify text-align-justify">Je travaille en ce moment sur l’intégration des ressources humaines dans le domaine de l’industrie 4.0 dans une perspective d’empowerment et je m’intéresse aussi à la question de savoir comment l’internet des objets (IoT) peut ajouter de la valeur en matière de sécurité au travail. Il s’agit d’un projet européen, (WISEST – 4.0 Lean System integrating workers and processes) dans le cadre du programme RFCS de la stratégie européenne de recherche.</p> <p><span style="color: rgb(0, 104, 128);"><strong>Quelles évolutions voyez-vous pour ce projet ?</strong></span></p> <p class="rtejustify text-align-justify">Nombre d’aspects du projet sont en phase avec des recherches menées à i3-CRG, notamment autour de quatre questions :</p> <p class="rtejustify text-align-justify"><font face="Georgia,Georgia"><font face="Georgia,Georgia">• </font></font>Pouvons-nous utiliser les contributions de la gestion allégée pour mieux aligner la conception stratégique des organisations et améliorer la transparence ?</p> <p class="rtejustify text-align-justify"><font face="Georgia,Georgia"><font face="Georgia,Georgia">• </font></font>L’utilisation des outils IoT et de la technologie blockchain peut-elle apporter une valeur ajoutée à l’organisation ?</p> <p class="rtejustify text-align-justify"><font face="Georgia,Georgia"><font face="Georgia,Georgia">• </font></font>Pouvons-nous développer des applications similaires dans le domaine de la santé ?</p> <p class="rtejustify text-align-justify"><font face="Georgia,Georgia"><font face="Georgia,Georgia">• </font></font>Pouvons-nous identifier la position des entreprises et des travailleurs sur ces questions à partir des réseaux sociaux (Linkedin et Twitter) ?</p> <p class="rtejustify text-align-justify">Ces questions qui présentent un intérêt scientifique fort peuvent donner lieu à des collaborations.</p> <p class="rtejustify text-align-justify">Je travaille également sur les aspects quantitatifs de la recherche pour améliorer la formation universitaire et accroître la transparence de la consommation d'énergie, ainsi que pour transformer l'environnement des bâtiments afin d'améliorer les services qu'ils offrent.</p> <p class="rtejustify text-align-justify">Ces recherches ont donné lieu à une série de publications ces deux dernières années.</p> <p class="rtejustify text-align-justify"><strong><i>Organization </i></strong></p> <p class="rtejustify text-align-justify"><font face="Georgia,Georgia"><font face="Georgia,Georgia">De Sanctis Ilaria, Ordieres Meré Joaquín &amp; Ciarapica Fillipo Enmanuelle (2018). Resilience for lean organizational network. </font></font><i>International Journal of Production Research</i><font face="Georgia,Georgia"><font face="Georgia,Georgia">, <a href="https://doi.org/10.1080/00207543.2018.1457810">https://doi.org/10.1080/00207543.2018.1457810</a>, Publication stage: In Press Corrected Proof. Published online: April 6, 2018. </font></font></p> <p class="rtejustify text-align-justify"><font face="Georgia,Georgia"><font face="Georgia,Georgia">Villalba-Diez Javier &amp; Ordieres-Meré Joaquín (2016). Strategic Lean Organizational Design: Towards Lean World-Small World Configurations through Discrete Dynamic Organizational Motifs</font></font><i>. Mathematical Problems in Engineering</i><font face="Georgia,Georgia"><font face="Georgia,Georgia">. <a href="http://dx.doi.org/10.1155/2016/1825410">http://dx.doi.org/10.1155/2016/1825410</a>. Vol2016, Article ID 1825410. </font></font></p> <p class="rtejustify text-align-justify"><font face="Georgia,Georgia"><font face="Georgia,Georgia">Villalba-Díez Javier &amp; Ordieres-Meré Joaquín (2015). Improving manufacturing operational performance by standardizing process management. </font></font><i>IEEE Transactions on Engineering Management</i><font face="Georgia,Georgia"><font face="Georgia,Georgia">, 62(3), 351-360. </font></font></p> <p class="rtejustify text-align-justify"><strong><i>IoT &amp; Santé </i></strong></p> <p class="rtejustify text-align-justify"><font face="Georgia,Georgia"><font face="Georgia,Georgia">Zheng Xiaochen, Vieira Alba, Labrador Marcos Sergio, Aladro Yolanda &amp; Ordieres-Meré Joaquín (2018). Activity-aware essential tremor evaluation using deep learning method based on acceleration data. </font></font><i>Parkinsonism &amp; Related Disorders. </i><font face="Georgia,Georgia"><font face="Georgia,Georgia">DOI: <a href="https://doi.org/10.1016/j.parkreldis">https://doi.org/10.1016/j.parkreldis</a> .2018.08.001. Publication stage: In Press Corrected Proof. Published online: August 8, 2018. </font></font></p> <p class="rtejustify text-align-justify"><font face="Georgia,Georgia"><font face="Georgia,Georgia">Zheng Xiaochen, Wang Meiqin &amp; Ordieres-Meré Joaquín (2018). Comparison of Data Preprocessing Approaches for Applying Deep Learning to Human Activity Recognition in the Context of Industry 4.0. </font></font><i>Sensors</i><font face="Georgia,Georgia"><font face="Georgia,Georgia">, 18(7), 2146; <a href="https://doi.org/10.3390/s180721466">https://doi.org/10.3390/s180721466</a>. </font></font></p> <p class="rtejustify text-align-justify"><font face="Georgia,Georgia"><font face="Georgia,Georgia">Saralegui Unai, Antón Miguel Ángel &amp; Ordieres-Meré Joaquín (2017, October). An IoT− based system that aids learning from human behavior: A potential application for the care of the elderly. In MATEC Web of Conferences. EDP SCIENCES. </font></font></p> <p class="rtejustify text-align-justify"><font face="Georgia,Georgia"><font face="Georgia,Georgia"> Zheng Xiaochen, Vieira-Campos Alba, Ordieres-Meré Joaquín, Balseiro Jesús, Labrador Marcos Sergio &amp; Aladro Yolanda (2017). Continuous monitoring of essential tremor using a portable system based on smartwatch. </font></font><i>Frontiers in neurology</i><font face="Georgia,Georgia"><font face="Georgia,Georgia">, 8, 96. </font></font></p> <p class="rtejustify text-align-justify"><strong><i>Prévision </i></strong></p> <p class="rtejustify text-align-justify"><font face="Georgia,Georgia"><font face="Georgia,Georgia">Shrouf Fadi, Gong Bing &amp; Ordieres-Meré Joaquín (2017). Multi-level awareness of energy used in production processes. </font></font><i>Journal of cleaner production</i><font face="Georgia,Georgia"><font face="Georgia,Georgia">, 142, 2570-2585. </font></font></p> <p class="rtejustify text-align-justify"><font face="Georgia,Georgia"><font face="Georgia,Georgia">Gong Bing &amp; Ordieres-Meré Joaquín (2017). Reconfiguring existing pollutant monitoring stations by increasing the value of the gathered </font></font><font face="Georgia,Georgia"><font face="Georgia,Georgia">information. </font></font><i>Environmental Modelling &amp; Software, </i><font face="Georgia,Georgia"><font face="Georgia,Georgia">96, 106-122.</font></font></p> <p class="rtejustify text-align-justify"><font face="Georgia,Georgia"><font face="Georgia,Georgia">Gong Bing &amp; Ordieres-Meré Joaquín (2016). Prediction of daily maximum ozone threshold exceedances by preprocessing and ensemble </font></font><font face="Georgia,Georgia"><font face="Georgia,Georgia">artificial intelligence techniques: Case study of Hong Kong. </font></font><i>Environmental Modelling &amp; Software</i><font face="Georgia,Georgia"><font face="Georgia,Georgia">, 84, 290-303. </font></font></p> <p class="rtejustify text-align-justify"><strong><i>Éducation &amp; Innovation </i></strong></p> <p class="rtejustify text-align-justify"><font face="Georgia,Georgia"><font face="Georgia,Georgia">González-Marcos Ana, Navaridas-Nalda Fermín, Ordieres-Meré Joaquín &amp; Alba-Elías Fernando (2019). A Model for Competence E-Assessment and Feedback in Higher Education, </font></font><i>in </i><font face="Georgia,Georgia"><font face="Georgia,Georgia">Azevedo Ana &amp; Azevedo José [eds] </font></font><i>Handbook of Research on E-Assessment in Higher Education</i><font face="Georgia,Georgia"><font face="Georgia,Georgia">, Hershey (PA) IGI Global, 295-311. </font></font></p> <p class="rtejustify text-align-justify"><font face="Georgia,Georgia"><font face="Georgia,Georgia">Franco-Riquelme José Nicanor, Lemus-Aguilar Isaac &amp; Ordieres-Meré Joaquín (2018). KIBS Innovative Entrepreneurship Networks on Social Media, arXiv preprint arXiv:1711.11403. </font></font></p> <p class="rtejustify text-align-justify"><font face="Georgia,Georgia"><font face="Georgia,Georgia">Lemus Aguilar Isaac, Franco Riquelme, José Nicaor &amp; Ordieres-Meré Joaquín (2017). Innovation Perception of Knowledge-Intensive Business Services in the Twittersphere, </font></font><i>CINet, </i><font face="Georgia,Georgia"><font face="Georgia,Georgia">18, 387-399. </font></font></p> <p class="rtejustify text-align-justify"><font face="Georgia,Georgia"><font face="Georgia,Georgia">González-Marcos Ana, Alba-Elías Fernando &amp; Ordieres-Meré Joaquín (2017). Computer-Assisted Method Based on Continuous Feedback to Improve the Academic Achievements of Engineering Students. International Conference on Computer Supported Education, 390-403. </font></font></p> <p class="rteright"> </p> <p class="rteright"><span style="font-size: 11px;"><i>Lien vers site personnel: </i><font face="Georgia,Georgia"><font face="Georgia,Georgia"><a href="http://biba.etsii.upm.es/jom">http://biba.etsii.upm.es/jom</a> </font></font></span></p> <p class="rteright"><em>Propos recueillis par Marie Claude Cléon</em></p> <p> </p> </div> </div> </div> </div> <!-- END OUTPUT from 'themes/poly/templates/field/field--node--body.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--uid--page-article.html.twig x field--node--uid.html.twig * field--node--page-article.html.twig * field--uid.html.twig * field--entity-reference.html.twig * field.html.twig --> <!-- BEGIN OUTPUT from 'core/themes/stable9/templates/field/field--node--uid.html.twig' --> <span> <!-- THEME DEBUG --> <!-- THEME HOOK: 'username' --> <!-- BEGIN OUTPUT from 'core/themes/stable9/templates/user/username.html.twig' --> <span lang="" about="/i3_crg/fr/user/264" typeof="schema:Person" property="schema:name" datatype="">marie-claude.cleon</span> <!-- END OUTPUT from 'core/themes/stable9/templates/user/username.html.twig' --> </span> <!-- END OUTPUT from 'core/themes/stable9/templates/field/field--node--uid.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--created--page-article.html.twig x field--node--created.html.twig * field--node--page-article.html.twig * field--created.html.twig * field--created.html.twig * field.html.twig --> <!-- BEGIN OUTPUT from 'core/themes/stable9/templates/field/field--node--created.html.twig' --> <span> <!-- THEME DEBUG --> <!-- THEME HOOK: 'time' --> <!-- BEGIN OUTPUT from 'themes/poly/templates/field/time.html.twig' --> jeu 28/03/2019 - 15:26 <!-- END OUTPUT from 'themes/poly/templates/field/time.html.twig' --> </span> <!-- END OUTPUT from 'core/themes/stable9/templates/field/field--node--created.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--field-hide-date--page-article.html.twig * field--node--field-hide-date.html.twig * field--node--page-article.html.twig * field--field-hide-date.html.twig * field--boolean.html.twig x field.html.twig --> <!-- BEGIN OUTPUT from 'themes/poly/templates/field/field.html.twig' --> 0 <!-- END OUTPUT from 'themes/poly/templates/field/field.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--field-date--page-article.html.twig * field--node--field-date.html.twig * field--node--page-article.html.twig * field--field-date.html.twig * field--timestamp.html.twig x field.html.twig --> <!-- BEGIN OUTPUT from 'themes/poly/templates/field/field.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'time' --> <!-- BEGIN OUTPUT from 'themes/poly/templates/field/time.html.twig' --> 28 mars 2019 <!-- END OUTPUT from 'themes/poly/templates/field/time.html.twig' --> <!-- END OUTPUT from 'themes/poly/templates/field/field.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--field-end-date--page-article.html.twig * field--node--field-end-date.html.twig * field--node--page-article.html.twig * field--field-end-date.html.twig * field--timestamp.html.twig x field.html.twig --> <!-- BEGIN OUTPUT from 'themes/poly/templates/field/field.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'time' --> <!-- BEGIN OUTPUT from 'themes/poly/templates/field/time.html.twig' --> 03 mars 2021 <!-- END OUTPUT from 'themes/poly/templates/field/time.html.twig' --> <!-- END OUTPUT from 'themes/poly/templates/field/field.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'links__node' --> <!-- FILE NAME SUGGESTIONS: * links--node.html.twig x links.html.twig --> <!-- BEGIN OUTPUT from 'themes/poly/templates/navigation/links.html.twig' --> <!-- END OUTPUT from 'themes/poly/templates/navigation/links.html.twig' --> Thu, 28 Mar 2019 14:26:53 +0000 marie-claude.cleon 731 at https://portail.polytechnique.edu/i3_crg Les stratégies individuelles et collectives des entreprises du secteur des énergies renouvelables https://portail.polytechnique.edu/i3_crg/fr/les-strategies-individuelles-et-collectives-des-entreprises-du-secteur-des-energies-renouvelables <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--title--page-article.html.twig x field--node--title.html.twig * field--node--page-article.html.twig * field--title.html.twig * field--string.html.twig * field.html.twig --> <!-- BEGIN OUTPUT from 'themes/poly/templates/field/field--node--title.html.twig' --> Les stratégies individuelles et collectives des entreprises du secteur des énergies renouvelables <!-- END OUTPUT from 'themes/poly/templates/field/field--node--title.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--body--page-article.html.twig x field--node--body.html.twig * field--node--page-article.html.twig * field--body.html.twig * field--text-with-summary.html.twig * field.html.twig --> <!-- BEGIN OUTPUT from 'themes/poly/templates/field/field--node--body.html.twig' --> <div class="field"> <div class="field-items"> <div class="field-item even"> <div class="tex2jax_process"><div> <p class="rtejustify text-align-justify"><img 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" style="float: left;" /><span style="color: rgb(0, 104, 128);"><strong>Présentation de l'interviewée : </strong></span><span style="color: rgb(66, 66, 66);"><strong><em>Sandra Renou est doctorante </em><em>à i3-Centre de Recherche en Gestion</em><em>, depuis septembre 2017, sous la direction de Hervé Dumez, et chargée d’enseignement au département Management Innovation Entrepreneuriat (cours de Fondamentaux des organisations, MODAL, jeu d’entreprise).</em></strong></span></p> </div> <p class="rtejustify text-align-justify"><span style="color: rgb(0, 104, 128);"><strong>Sur quel projet travaillez-vous actuellement ?</strong></span></p> <p class="rtejustify text-align-justify">Je prépare actuellement une thèse en stratégie, portant sur le secteur des énergies renouvelables, et notamment sur les stratégies individuelles et collectives des entreprises dans ce secteur. Il s’agit d’éclairer la dynamique de la transition énergétique ; j’avais commencé à y réfléchir par la réalisation de premiers travaux de recherche, lors de ma scolarité à l’École normale supérieure de Rennes et à l’Université Paris Dauphine.</p> <p class="rtejustify text-align-justify">L’intérêt du secteur sur le plan stratégique est qu’il est jeune et en structuration. Comme il a connu une croissance très forte ces dernières années, au vu des évolutions du contexte économique, politique et social, c’est le bon moment pour regarder comment il s’est construit et structuré. Jusqu’à présent, mon directeur de thèse et moi nous sommes intéressés à son histoire, et en particulier à l’histoire de la principale organisation collective dans le secteur, le Syndicat des Énergies Renouvelables, qui était l’objet de mon mémoire de deuxième année de master.</p> <p class="rtejustify text-align-justify">Le fait que ce sujet mêle plusieurs disciplines (droit, économie, sociologie…) qui viennent s’ajouter aux aspects organisationnels est d’autant plus intéressant qu’il fait écho à ma formation pluridisciplinaire en droit-économie-gestion.</p> <p class="rtejustify text-align-justify"><span style="color: rgb(0, 104, 128);"><strong>Quelles évolutions voyez-vous pour ce projet ?</strong></span></p> <p class="rtejustify text-align-justify">Ce projet de recherche devra, naturellement, aboutir à la rédaction de papiers et d’articles de recherche qui viendront nourrir la rédaction de ma thèse. On peut également envisager des comparaisons internationales dans la mesure où le cas français est assez spécifique, avec un seul syndicat pour l’ensemble du secteur alors qu’ailleurs on trouve plutôt un syndicat par filière. Enfin, nous travaillons avec des étudiants de l’École polytechnique sur le cas de grands énergéticiens français et de leur réorientation stratégique vers les énergies renouvelables, afin de comprendre à quel moment cette réorientation s’est produite et pourquoi. Cela devrait nous aider dans l’étude de l’articulation entre les stratégies individuelles et collectives.</p> <p class="text-align-right"><em>Propos recueillis par Marie Claude Cléon</em></p> </div> </div> </div> </div> <!-- END OUTPUT from 'themes/poly/templates/field/field--node--body.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--uid--page-article.html.twig x field--node--uid.html.twig * field--node--page-article.html.twig * field--uid.html.twig * field--entity-reference.html.twig * field.html.twig --> <!-- BEGIN OUTPUT from 'core/themes/stable9/templates/field/field--node--uid.html.twig' --> <span> <!-- THEME DEBUG --> <!-- THEME HOOK: 'username' --> <!-- BEGIN OUTPUT from 'core/themes/stable9/templates/user/username.html.twig' --> <span lang="" about="/i3_crg/fr/user/264" typeof="schema:Person" property="schema:name" datatype="">marie-claude.cleon</span> <!-- END OUTPUT from 'core/themes/stable9/templates/user/username.html.twig' --> </span> <!-- END OUTPUT from 'core/themes/stable9/templates/field/field--node--uid.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--created--page-article.html.twig x field--node--created.html.twig * field--node--page-article.html.twig * field--created.html.twig * field--created.html.twig * field.html.twig --> <!-- BEGIN OUTPUT from 'core/themes/stable9/templates/field/field--node--created.html.twig' --> <span> <!-- THEME DEBUG --> <!-- THEME HOOK: 'time' --> <!-- BEGIN OUTPUT from 'themes/poly/templates/field/time.html.twig' --> jeu 18/10/2018 - 17:00 <!-- END OUTPUT from 'themes/poly/templates/field/time.html.twig' --> </span> <!-- END OUTPUT from 'core/themes/stable9/templates/field/field--node--created.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--field-hide-date--page-article.html.twig * field--node--field-hide-date.html.twig * field--node--page-article.html.twig * field--field-hide-date.html.twig * field--boolean.html.twig x field.html.twig --> <!-- BEGIN OUTPUT from 'themes/poly/templates/field/field.html.twig' --> 0 <!-- END OUTPUT from 'themes/poly/templates/field/field.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--field-date--page-article.html.twig * field--node--field-date.html.twig * field--node--page-article.html.twig * field--field-date.html.twig * field--timestamp.html.twig x field.html.twig --> <!-- BEGIN OUTPUT from 'themes/poly/templates/field/field.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'time' --> <!-- BEGIN OUTPUT from 'themes/poly/templates/field/time.html.twig' --> 18 octobre 2018 <!-- END OUTPUT from 'themes/poly/templates/field/time.html.twig' --> <!-- END OUTPUT from 'themes/poly/templates/field/field.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--field-end-date--page-article.html.twig * field--node--field-end-date.html.twig * field--node--page-article.html.twig * field--field-end-date.html.twig * field--timestamp.html.twig x field.html.twig --> <!-- BEGIN OUTPUT from 'themes/poly/templates/field/field.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'time' --> <!-- BEGIN OUTPUT from 'themes/poly/templates/field/time.html.twig' --> 05 juillet 2021 <!-- END OUTPUT from 'themes/poly/templates/field/time.html.twig' --> <!-- END OUTPUT from 'themes/poly/templates/field/field.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'links__node' --> <!-- FILE NAME SUGGESTIONS: * links--node.html.twig x links.html.twig --> <!-- BEGIN OUTPUT from 'themes/poly/templates/navigation/links.html.twig' --> <!-- END OUTPUT from 'themes/poly/templates/navigation/links.html.twig' --> Thu, 18 Oct 2018 15:00:40 +0000 marie-claude.cleon 695 at https://portail.polytechnique.edu/i3_crg