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	<title>Yves Schemeil &#187; Non classé</title>
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	<link>http://yves-schemeil.sciencespo-grenoble.fr</link>
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		<title>Back on old tracks</title>
		<link>http://yves-schemeil.sciencespo-grenoble.fr/?p=710</link>
		<comments>http://yves-schemeil.sciencespo-grenoble.fr/?p=710#comments</comments>
		<pubDate>Thu, 10 Oct 2019 05:58:21 +0000</pubDate>
		<dc:creator>yves schemeil</dc:creator>
				<category><![CDATA[Non classé]]></category>

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		<description><![CDATA[This Autumn, I resume my work in several directions: updating and completing (with two additional weeks) my Global Studies MOOC; chairing the Political theory and political philosophy Main Theme sessions for the next IPSA World Congress in Lisbon, July 2020; convening &#8230; <a href="http://yves-schemeil.sciencespo-grenoble.fr/?p=710">Continuer la lecture <span class="meta-nav">&#8594;</span></a>]]></description>
				<content:encoded><![CDATA[<p>This Autumn, I resume my work in several directions: updating and completing (with two additional weeks) my Global Studies MOOC; chairing the Political theory and political philosophy Main Theme sessions for the next IPSA World Congress in Lisbon, July 2020; convening a seminar on universal political ideas for the Fondation Maison des Sciences de l&rsquo;Homme in Paris (FMSH, the “Braudel” thing); preparing my manuscript on international organizations before sending it to my publisher, Barbara Budrich next Spring; drafting articles stemming from my previous research teams on cognitive and international issues, respectively .</p>
<p><a href="http://yves-schemeil.sciencespo-grenoble.fr/wp-content/uploads/2019/10/IMG_0921.jpg"><img class="alignnone size-medium wp-image-722" alt="IMG_0921" src="http://yves-schemeil.sciencespo-grenoble.fr/wp-content/uploads/2019/10/IMG_0921-225x300.jpg" width="225" height="300" /></a></p>
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		<title>Des MOOC comme s&#8217;il en pleuvait, et l&#8217;extension du domaine de la science politique</title>
		<link>http://yves-schemeil.sciencespo-grenoble.fr/?p=693</link>
		<comments>http://yves-schemeil.sciencespo-grenoble.fr/?p=693#comments</comments>
		<pubDate>Sun, 11 Nov 2018 08:37:48 +0000</pubDate>
		<dc:creator>yves schemeil</dc:creator>
				<category><![CDATA[Non classé]]></category>

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		<description><![CDATA[Lancement la semaine dernière sur EdX du cours de Global Politics (vidéos en français, diapositives en anglais) réalisé pour le compte de l&#8217;IPSA (l’association internationale de science politique) destiné aux jeunes politistes désireux de mettre à jour leurs connaissances dans &#8230; <a href="http://yves-schemeil.sciencespo-grenoble.fr/?p=693">Continuer la lecture <span class="meta-nav">&#8594;</span></a>]]></description>
				<content:encoded><![CDATA[<p>Lancement la semaine dernière sur EdX du cours de Global Politics (vidéos en français, diapositives en anglais) réalisé pour le compte de l&rsquo;IPSA (l’association internationale de science politique) destiné aux jeunes politistes désireux de mettre à jour leurs connaissances dans ce domaine : <a href="https://courses.edx.org/courses/course-v1:FedericaX+Fed.X19+1T2018/course/" target="_blank">https://courses.edx.org/courses/course-v1:FedericaX+Fed.X19+1T2018/course/</a></p>
<p>Le 12 novembre, une nouvelle session du MOOC Global studies, part.1, The future of globalization (bilingue) sera en ligne, suivie de la deuxième partie le 3 décembre, et la dernière le 14 janvier : <a href="https://www.futurelearn.com/programs/global-studies" target="_blank">https://www.futurelearn.com/programs/global-studies</a></p>
<p>Ces cours s&rsquo;inscrivent dans un ensemble pédagogique qui comprend aussi des cours sur la mondialisation à l’École de Management de Grenoble (GEM), et la conception du sujet de l&rsquo;option &laquo;&nbsp;géopolitique&nbsp;&raquo; du concours national d&rsquo;entrée dans les écoles de commerce en 2019.</p>
<p>Enfin, un nouvel article sur les études internationales cosmopolites est paru dans la revue Socio, n° 11, automne 2018, accessible gratuitement en ligne à : https://journals.openedition.org/socio/3651</p>
<p>Pour les autres thèmes de réflexion, l&rsquo;extension du domaine de la science politique a fait l&rsquo;objet d&rsquo;une conférence à Beyrouth elle aussi accessible en ligne: <span style="font-size: small;"><span style="font-size: small;"><a href="https://www.youtube.com/watch?v=jgSBZWRdASU&amp;t=1s" target="_blank">https://www.youtube.com/watch?v=jgSBZWRdASU&amp;t=1s </a></span></span></p>
<p>&nbsp;</p>
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		<title>Tournée et projets</title>
		<link>http://yves-schemeil.sciencespo-grenoble.fr/?p=684</link>
		<comments>http://yves-schemeil.sciencespo-grenoble.fr/?p=684#comments</comments>
		<pubDate>Thu, 18 Jan 2018 09:26:43 +0000</pubDate>
		<dc:creator>yves schemeil</dc:creator>
				<category><![CDATA[Non classé]]></category>

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		<description><![CDATA[Une fin d’année 2017 riche en conférences (à Salerne, à Laval, à Hanovre et à Yale, ainsi qu’à Grenoble) laissait deviner un début 2018 plus calme avant un retour au Liban en mars, propice à la rédaction. C’est bien le &#8230; <a href="http://yves-schemeil.sciencespo-grenoble.fr/?p=684">Continuer la lecture <span class="meta-nav">&#8594;</span></a>]]></description>
				<content:encoded><![CDATA[<p>Une fin d’année 2017 riche en conférences (à Salerne, à Laval, à Hanovre et à Yale, ainsi qu’à Grenoble) laissait deviner un début 2018 plus calme avant un retour au Liban en mars, propice à la rédaction. C’est bien le cas, et il y a du pain sur la planche (trois livres, cinq articles). Un cycle de MOOCs  à GEM  et pour l’IPSA s’achève (5 différents, 8 éditions en tout), ils seront consolidés cette année sous forme de programme avec crédits transférables. Un séminaire sur la pensée non-occidentale se tiendra les 23 et 24 août à la Fondation Maison des Sciences de l’Homme à Paris. Le « making of » de « <i>the making of the world, How International organisations shape our future</i> » à paraitre avant les prochains vœux chez Barbara Budrich fera l’objet d’un article à part.</p>
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		<title>La routine</title>
		<link>http://yves-schemeil.sciencespo-grenoble.fr/?p=650</link>
		<comments>http://yves-schemeil.sciencespo-grenoble.fr/?p=650#comments</comments>
		<pubDate>Tue, 24 Jan 2017 13:50:42 +0000</pubDate>
		<dc:creator>yves schemeil</dc:creator>
				<category><![CDATA[Non classé]]></category>

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		<description><![CDATA[2017 a commencé, et je suis en roue libre, je descend les pentes qui sont représentées sur ce graphique]]></description>
				<content:encoded><![CDATA[<p>2017 a commencé, et je suis en roue libre, je descend les pentes qui sont représentées sur ce graphique</p>
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" 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			<wfw:commentRss>http://yves-schemeil.sciencespo-grenoble.fr/?feed=rss2&#038;p=650</wfw:commentRss>
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		<item>
		<title>Une rentrée particulière</title>
		<link>http://yves-schemeil.sciencespo-grenoble.fr/?p=645</link>
		<comments>http://yves-schemeil.sciencespo-grenoble.fr/?p=645#comments</comments>
		<pubDate>Sun, 11 Sep 2016 15:18:42 +0000</pubDate>
		<dc:creator>yves schemeil</dc:creator>
				<category><![CDATA[Non classé]]></category>

		<guid isPermaLink="false">http://yves-schemeil.sciencespo-grenoble.fr/?p=645</guid>
		<description><![CDATA[Me voilà revenu au travail après une déambulation estivale bienvenue entre Rome et Munich, suite à un très bon congrès de l’AISP/IPSA à Poznań (où j’ai présenté une communication sur la coopération entre organisations internationales, plus centrée sur les réseaux &#8230; <a href="http://yves-schemeil.sciencespo-grenoble.fr/?p=645">Continuer la lecture <span class="meta-nav">&#8594;</span></a>]]></description>
				<content:encoded><![CDATA[<p>Me voilà revenu au travail après une déambulation estivale bienvenue entre Rome et Munich, suite à un très bon congrès de l’AISP/IPSA à Poznań (où j’ai présenté une communication sur la coopération entre organisations internationales, plus centrée sur les réseaux que les précédentes).</p>
<p>Ce qui m’attend est stimulant.</p>
<p><span style="text-decoration: underline;">Côté enseignement</span>, mon premier cours à Grenoble Ecole de Management sur le <em>management des organisations internationales</em> commence, tandis qu’aux nouvelles sessions des MOOC déjà faits (« global », « <i>hospitality </i>») s’ajoute un MOOC pour l’AISP/IPSA (<i>global politics = </i><a href="http://www.federica.eu/c/global_politics_politique_globale/">http://www.federica.eu/c/global_politics_politique_globale/</a>) lancé fin juillet. Il sera suivi par deux nouveaux cours en ligne programmés pour 2107 : l’un, encore pour GEM, sur les délices de ce que j’appelle « GLEXIT » (hors de la globalisation ?) ; l’autre sur <i>Food stories</i>, un jeu de mot avec <i>Food studies</i>, une discipline qui monte. L’Ecole hôtelière de Lausanne m’a demandé de montrer comment tout ce qui tourne autour de l’alimentation, de la cuisine et de l’hospitalité s’inscrivait dans une histoire et une anthropologie qui leur donnaient tout leur sens.</p>
<p>Je poursuis par ailleurs mon activité d’enseignement à l’Institut des Sciences Politiques de Beyrouth. Mais après deux séjours longs au Japon (Keio à l’automne, Akita au printemps, voir l’entretien avec un étudiant de cette dernière sur youtube : <a href="https://www.youtube.com/watch?v=GA36F0aippE">https://www.youtube.com/watch?v=GA36F0aippE</a> et <a href="https://www.youtube.com/watch?v=z_AtW049RLM">https://www.youtube.com/watch?v=z_AtW049RLM</a>), mon seul projet d’enseignement à l’étranger serait de séjourner au Canada entre avril et juin 2017.</p>
<p><span style="text-decoration: underline;">Côté recherche</span>, Clara Egger soutiendra le 30 novembre à Sciences po Grenoble la thèse qu’elle a conduite dans le cadre du groupe sur les organisations internationales. Elle rejoindra ensuite<i> le CERAH de Genève </i>comme chercheuse à plein temps pour contribuer au projet<i> d&rsquo;Encyclopédie Humanitaire</i>. Comme elle un an auparavant, Elodie Convergne a obtenu à son tour le prix du Fonds Croix-Rouge française. Elle termine sa thèse tout en étant chargée de projets au <i>Policy and Mediation Support</i> du <i>Centre for Humanitarian Dialogue</i> de Genève. Jérémy Bouillet, qui a effectué une seconde période sous contrat au centre de recherche d’EDF, avance à grands pas la sienne, ainsi que Joan Deas, tous deux terminant en 2017.</p>
<p>Mes propres publications, parfois communes avec certains d’entre eux ou elles, vont repartir de plus belle, avec un contrat d’édition pour un ouvrage sur les organisations internationales, un autre sur la démocrate délibérative, et plusieurs articles en voie d’achèvement pour publication (un premier sur les effets de la personnalité sur la résistance à la persuasion ; un deuxième sur les stratégies des puissances montantes dans les organisations internationales ; un troisième sur une comparaison entre Asie du Nord-Est et Asie du sud-Ouest ; un quatrième sur la théorie des réseaux). Je réfléchis également à un ouvrage tiré de <i>la Politique dans l’Ancien Orient</i>, épuisé, aux Presses de Sciences Po.</p>
<p>Le projet « pensée politique non occidentale » se poursuit au Collège d’Études Mondiales de la FMSH de Paris. Je monte un second séminaire fermé mais élargi par rapport à celui de 2013. Il se tiendra en septembre 2017 en France ou au Japon, le partenaire dans ce pays étant l’université de Keio (Tokyo).</p>
<p><span style="text-decoration: underline;">Côté consultation et évaluation</span>, j’ai remis au directeur de Sciences Po mon rapport sur l’innovation pédagogique intitulé : <i>Sciences Po – Ecole du futur</i>, pour esquisser ce que pourraient être les nouvelles façons d’enseigner après 2020 (rénovées ? novatrices ? révolutionnaires ?) et j’ai participé à la réflexion en cours sur les échanges internationaux de l’EHL. Mes contributions à l’ERS, à l’ESF et au FNRS se poursuivent, même par intermittence.</p>
<p>Par ailleurs, j’ai été nommé au tout nouveau <i>Comité français pour les sciences sociales et humaines de l’UNESCO</i>, un groupe qui planche sur leur avenir.</p>
<p>Bref, pas le temps de m’ennuyer.</p>
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		<title>Deux nouveaux MOOC: the Geopolitics of Hospitality pour Future Learn (https://www.futurelearn.com/courses/geopolitics-hospitality) et Global politics pour l&#8217;IPSA</title>
		<link>http://yves-schemeil.sciencespo-grenoble.fr/?p=641</link>
		<comments>http://yves-schemeil.sciencespo-grenoble.fr/?p=641#comments</comments>
		<pubDate>Thu, 09 Jun 2016 13:22:37 +0000</pubDate>
		<dc:creator>yves schemeil</dc:creator>
				<category><![CDATA[Non classé]]></category>

		<guid isPermaLink="false">http://yves-schemeil.sciencespo-grenoble.fr/?p=641</guid>
		<description><![CDATA[Du 25 avril au 22 mai, le cours sur la cuisine et l&#8217;hospitalité développé pour l&#8217;école de management de Grenoble et l&#8217;école hôtelière de Lausanne a été en ligne sur la plateforme britannique, il a été suivi par plus de &#8230; <a href="http://yves-schemeil.sciencespo-grenoble.fr/?p=641">Continuer la lecture <span class="meta-nav">&#8594;</span></a>]]></description>
				<content:encoded><![CDATA[<p>Du 25 avril au 22 mai, le cours sur la cuisine et l&rsquo;hospitalité développé pour l&rsquo;école de management de Grenoble et l&rsquo;école hôtelière de Lausanne a été en ligne sur la plateforme britannique, il a été suivi par plus de 3600 apprenants.</p>
<p>Le 21 juin 2016, le cours &laquo;&nbsp;global politics&nbsp;&raquo; sera en ligne sur la plateforme Federica (http://www.federica.eu/index.php) de l&rsquo;Université de Naples, dirigée par notre collègue le professeur Mauro Calise.</p>
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		<title>MOOC penser global, exercices de géopolitique : la saison 3,  en ligne le 8 février, avec 15 vidéos nouvelles, de nouveaux exercices, et une certification à la clef, est désormais achevée. Rendez-vous à l&#8217;automne, avec un cours divisé en deux parties indépendantes, désormais accrédité pour trois ans par l&#8217;EOCCS  – Quality Services Department, EFMD (eoccs@efmd.org)</title>
		<link>http://yves-schemeil.sciencespo-grenoble.fr/?p=630</link>
		<comments>http://yves-schemeil.sciencespo-grenoble.fr/?p=630#comments</comments>
		<pubDate>Tue, 02 Feb 2016 07:58:57 +0000</pubDate>
		<dc:creator>yves schemeil</dc:creator>
				<category><![CDATA[Non classé]]></category>

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		<description><![CDATA[Cette nouvelle session a été mise à jour pour tenir compte des derniers développements de l’actualité. Elle est  dédiée aux francophones d’Afrique et d’Asie qui se sont montrés les plus fidèles et les plus interactifs lors des deux précédentes éditions. &#8230; <a href="http://yves-schemeil.sciencespo-grenoble.fr/?p=630">Continuer la lecture <span class="meta-nav">&#8594;</span></a>]]></description>
				<content:encoded><![CDATA[<p>Cette nouvelle session a été mise à jour pour tenir compte des derniers développements de l’actualité. Elle est  dédiée aux francophones d’Afrique et d’Asie qui se sont montrés les plus fidèles et les plus interactifs lors des deux précédentes éditions.</p>
<p>Au cours de cette nouvelle série de vidéos, les 12 défis auxquels le monde fait face en ce moment même seront successivement abordés. Chacun d’entre eux a été choisi plutôt que d’autres auxquels on aurait pu penser aussi (par exemple, la dénucléarisation du monde ou le terrorisme) parce qu’il affecte à égalité les États du Nord et ceux du Sud. Il touche les continents africain et asiatique autant que les continents européen, américain et océanique.</p>
<p>Nous nous demanderons également si, à l’occasion de chacune de ces crises, les organisations internationales accroissent leur influence. L’originalité de ce cours, en effet, est d’être axé sur l’équilibre instable entre pouvoir des gouvernements nationaux et pouvoir des institutions mondiales. Accompagnées ou stimulées par de multiples ONG, l’ONU ainsi que des organisations multilatérales comme l’OMC, ou des organisations régionales comme l’UE, l’UA, l’ASEAN et l’UNASUR, deviennent-elles plus puissantes que les Etats ou se montrent-elles simplement plus efficaces qu’eux?</p>
<p>Aujourd’hui, les Etats perdent de leur superbe, ils perdent aussi une partie de leurs compétences qui sont peu à peu transférées aux organisations internationales.</p>
<p>La lente montée en puissance de ces organisations a fini par leur donner un véritable pouvoir d’agir sur le monde, celui là même qui leur fut jusqu’à présent dénié, ou qui ne fut pas à la hauteur de leurs ambitions.</p>
<p>Si elles réussissaient dans leurs entreprises, le réseau qu’elles commencent à constituer entre elles serait alors l’amorce d’un monde nouveau, le monde de demain. Peut-être.</p>
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		<title>Présentation des travaux sur la pensée non occidentale au séminaire doctoral sciences PO Paris/CERI (Labsem) le jeudi 28 janvier.</title>
		<link>http://yves-schemeil.sciencespo-grenoble.fr/?p=628</link>
		<comments>http://yves-schemeil.sciencespo-grenoble.fr/?p=628#comments</comments>
		<pubDate>Tue, 02 Feb 2016 07:53:14 +0000</pubDate>
		<dc:creator>yves schemeil</dc:creator>
				<category><![CDATA[Non classé]]></category>

		<guid isPermaLink="false">http://yves-schemeil.sciencespo-grenoble.fr/?p=628</guid>
		<description><![CDATA[Parce qu&#8217;il est axé sur des questions de méthode, ce séminaire a permis de discuter de la meilleure approche possible pour comparer des concepts à travers le temps et l’espace, enrichir et nuancer leur signification et le champ sémantique dont &#8230; <a href="http://yves-schemeil.sciencespo-grenoble.fr/?p=628">Continuer la lecture <span class="meta-nav">&#8594;</span></a>]]></description>
				<content:encoded><![CDATA[<p>Parce qu&rsquo;il est axé sur des questions de méthode, ce séminaire a permis de discuter de la meilleure approche possible pour comparer des concepts à travers le temps et l’espace, enrichir et nuancer leur signification et le champ sémantique dont ils font partie en puisant dans des travaux non Européens et souvent anciens. L&rsquo;objectif final est de parvenir à une sorte de &laquo;&nbsp;table de Mendeleïev&nbsp;&raquo; des concepts premiers  ou élémentaires en science politique. Chaque case de ce tableau contiendrait les différents significations et les connotations d&rsquo;une notion politique majeure (justice, loi, équité, liberté, solidarité, souveraineté, etc.), ce qui permettrait de dépasser la dichotomie habituelle entre la version moderne du terme, largement admise et utilisée partout, et une position jugée à tort archaïque ou obsolète. Après la conférence sur effondrement des sociétés à la BFM dans le cadre du colloque TEPSIS le 16 décembre, un jalon  de plus sur le chemin de l&rsquo;édification d&rsquo;une pensée plus globale.</p>
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		<title>Voeux et résodutions pour 2016</title>
		<link>http://yves-schemeil.sciencespo-grenoble.fr/?p=624</link>
		<comments>http://yves-schemeil.sciencespo-grenoble.fr/?p=624#comments</comments>
		<pubDate>Fri, 15 Jan 2016 11:37:21 +0000</pubDate>
		<dc:creator>yves schemeil</dc:creator>
				<category><![CDATA[Non classé]]></category>

		<guid isPermaLink="false">http://yves-schemeil.sciencespo-grenoble.fr/?p=624</guid>
		<description><![CDATA[L&#8217;année 2015 a été fertile en événements professionnels (heureux) et mondiaux (malheureux).  Je suis passé émérite avec un gros programme de publications. Les enseignements en face-à-face sont maintenant réservés aux établissements étrangers ou consulaires (GEM). Les MOOC ont désormais pris &#8230; <a href="http://yves-schemeil.sciencespo-grenoble.fr/?p=624">Continuer la lecture <span class="meta-nav">&#8594;</span></a>]]></description>
				<content:encoded><![CDATA[<p>L&rsquo;année 2015 a été fertile en événements professionnels (heureux) et mondiaux (malheureux).  Je suis passé émérite avec un gros programme de publications. Les enseignements en face-à-face sont maintenant réservés aux établissements étrangers ou consulaires (GEM). Les MOOC ont désormais pris leur place: trois ont été réalisés en 2015-2016 dont deux en anglais, un quatrième est en projet (sur l&rsquo;évaluation des risques et les négociations interculturelles).</p>
<p>L&rsquo;accent sera mis sur l&rsquo;innovation pédagogique et sur les articles dans des revues à comité de lecture internationales (comme Political Psychology ou Organization Studies). Une transition dans le pilotage de deux des trois groupes que j&rsquo;ai créés est en cours. Les quatre dernières thèses supervisées viendront en soutenance d&rsquo;ici décembre prochain.</p>
<p>Les travaux sur la pensée on-occidentale vont s&rsquo;étoffer et parvenir à maturité cette année, l’accent sera mis sur une comparaison Asie orientale (Chine, Corée, Japon) et Asie occidentale (Moyen-Orient) dans la longue durée. Je serai conduit à effectuer plus de séjours dans ces deux régions.</p>
<p>Je vais aussi reprendre le chemin de l&rsquo;Amérique du Nord et du Sud, avec un possible séjour long en Arizona (au CORD de B. Bozeman).</p>
<p>Des recherches conduites durant ces dix dernières années seront tirés des opuscules susceptibles d&rsquo;aider à la décision.</p>
<p>Bref, beaucoup de pain sur la planche et d&rsquo;ouvrages sur le métier. A condition que le ciel ne s’assombrisse pas davantage dans les pays qui me tiennent à cœur en Europe et au Proche-Orient !</p>
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		<title>Nouvelles de l&#8217;été 2015</title>
		<link>http://yves-schemeil.sciencespo-grenoble.fr/?p=602</link>
		<comments>http://yves-schemeil.sciencespo-grenoble.fr/?p=602#comments</comments>
		<pubDate>Fri, 14 Aug 2015 09:41:28 +0000</pubDate>
		<dc:creator>yves schemeil</dc:creator>
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		<guid isPermaLink="false">http://yves-schemeil.sciencespo-grenoble.fr/?p=602</guid>
		<description><![CDATA[Quoi de neuf dans les semaines qui viennent ? Eh bien, je deviens émérite. Le rythme va-t-il baisser ? Je crains que non. D&#8217;abord, je reste à Sciences Po et à PACTE afin d&#8217;y poursuivre mes travaux sur les organisations &#8230; <a href="http://yves-schemeil.sciencespo-grenoble.fr/?p=602">Continuer la lecture <span class="meta-nav">&#8594;</span></a>]]></description>
				<content:encoded><![CDATA[<p>Quoi de neuf dans les semaines qui viennent ? Eh bien, je deviens émérite.</p>
<p>Le rythme va-t-il baisser ? Je crains que non. D&rsquo;abord, je reste à Sciences Po et à PACTE afin d&rsquo;y poursuivre mes travaux sur les organisations internationales, le jugement politique, et l&rsquo;innovation pédagogique.</p>
<p>Ensuite, je viens d&rsquo;hériter d&rsquo;un poste de &laquo;&nbsp;superglobal professor&nbsp;&raquo; à l&rsquo;université de Keio (Tokyo) à l&rsquo;automne, et d&rsquo;une invitation à visiter l&rsquo;école hôtelière de Lausanne pour y réaliser un MOOC intitulé &laquo;&nbsp;Cooking the world: The geopolitics of hospitality&nbsp;&raquo; (sortie en mars 2016). Je reste associé au Centre de Géopolitique de l&rsquo; école de management de Grenoble (GEM). Je suis research fellow du Centre for Research on Organization and Design de l&rsquo;université d&rsquo;Arizona (CORD). Je poursuis mes travaux au Collèges d&rsquo;Etudes Mondiales de la Fondation Maison des Sciences de l&rsquo;Homme de Paris sur la pensée non occidentale (voir le n° 5 de sa revue <em>Socio</em>, à paraître, et mon chapitre dans l&rsquo;ouvrage <em>Penser global</em>, ci-dessous).</p>
<p><a href="http://yves-schemeil.sciencespo-grenoble.fr/wp-content/uploads/2015/08/Prospectus_PenserGlobal2.pdf">Prospectus_PenserGlobal2</a></p>
<p>Entre-temps, pour me donner du courage, la 3ème édition du manuel d&rsquo;introduction à la science politique est sortie (776 p.) et j&rsquo;ai passé le seuil fatidique des 1000 vues de  mes travaux sur Research Gate.</p>
<p><a href="http://yves-schemeil.sciencespo-grenoble.fr/wp-content/uploads/2015/08/photo-17.jpg"><img class="alignnone size-medium wp-image-603" alt="photo-17" src="http://yves-schemeil.sciencespo-grenoble.fr/wp-content/uploads/2015/08/photo-17-300x225.jpg" width="300" height="225" /></a></p>
<p>Enfin, le &laquo;&nbsp;trailer de mon MOOC &laquo;&nbsp;global politics&nbsp;&raquo; pour l&rsquo;IPSA a été monté (prochainement sur cet écran). Et j&rsquo;ai terminé (bientôt) mes évaluations pour la European Science Foudnation, le European Research Council et le Fonds National de la recherche Scientifique belge.</p>
<p>Bref, un printemps chaud, suivi d&rsquo;un été calme avant les tempête d&rsquo;automne !</p>
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