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		<title>Chamada para PublicaÃ§Ã£o</title>
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		<description><![CDATA[REVISTA CERRADOS vol. 28, no 51, ano 2019 Chamada para PublicaÃ§Ã£o Editor Chefe: Prof. Dr. AndrÃ© LuÃ­s Gomes A Editoria da Revista Cerrados, Qualis B1, do Programa de PÃ³s-GraduaÃ§Ã£o em Literatura da Universidade de BrasÃ­lia (UnB), abre chamada para artigos do Volume 28, NÃºmero 51, de 2019, com dossiÃª dedicado Ã s relaÃ§Ãµes entre literatura e [...]]]></description>
				<content:encoded><![CDATA[<p><strong>REVISTA CERRADOS vol. 28, no 51, ano 2019</strong></p>
<div id="attachment_2037" class="wp-caption alignnone" style="width: 310px"><a href="http://agenda.sens-public.org/wp-content/uploads/2019/07/DSC_00858r_GW_Soneka_Cerrados.jpg"><img class="size-medium wp-image-2037" alt="Oeuvre de Soneka" src="http://agenda.sens-public.org/wp-content/uploads/2019/07/DSC_00858r_GW_Soneka_Cerrados-300x200.jpg" width="300" height="200" /></a><p class="wp-caption-text">Oeuvre de Soneka</p></div>
<p>Chamada para PublicaÃ§Ã£o<br />
Editor Chefe: Prof. Dr. AndrÃ© LuÃ­s Gomes<br />
A Editoria da Revista<em> Cerrados</em>, Qualis B1, do Programa de PÃ³s-GraduaÃ§Ã£o em Literatura da Universidade de BrasÃ­lia (UnB), abre chamada para artigos do Volume 28, NÃºmero 51, de 2019, com dossiÃª dedicado Ã s relaÃ§Ãµes entre literatura e artes e a polÃ­tica. SerÃ£o aceitas contribuiÃ§Ãµes em portuguÃªs e em francÃªs.</p>
<p><strong>Data limite para envio de artigos: 30 DE AGOSTO DE 2019</strong></p>
<p>DossiÃª:<br />
<em>Artistas e criadores, entre muros e exÃ­lios: trinta anos de solidÃ£o [1989-2019]</em></p>
<p>SessÃ£o livre: Literatura e artes</p>
<p>Organizadores deste nÃºmero (51):</p>
<p>Junia Barreto (Universidade de BrasÃ­lia &#8211; UnB)<br />
Leila de Aguiar Costa (Universidade Federal de SÃ£o Paulo &#8211; Unifesp)<br />
Antoine de Baecque (Ã‰cole Normale SupÃ©rieure â€“ ENS Paris)<br />
GÃ©rard Wormser (UniversitÃ© de Rouen, Revista Sens public)</p>
<p><em>Artistas e criadores, entre muros e exÃ­lios: trinta anos de solidÃ£o [1989-2019<em>]</em></em></p>
<p>Evento polÃ­tico maior, a queda do muro de Berlim em 1989, seguida da unificaÃ§Ã£o da Europa, dividida entre socialista e capitalista, anunciavam para o mundo, novos ares de liberdade, de mobilidade e de criaÃ§Ã£o. Entretanto, segundo a constataÃ§Ã£o de Paul ValÃ©ry por ocasiÃ£o da Grande Guerra, em 1919 (<em>La Crise de lâ€™Esprit</em>), â€œnÃ³s outros, civilizaÃ§Ãµes, sabemos agora que somos mortaisâ€. EntÃ£o, nos vindos tempos da internet, sem nos servir da memÃ³ria disponÃ­vel em rede e ignorando o passado, impetramos novas guerras, inventamos os atentados terroristas, reeditamos as mais hediondas intolerÃ¢ncias e imaginamos novos muros segregacionistas em plena era de globalizaÃ§Ã£o. Entre os conflitos e o desmantelamento da IugoslÃ¡via, a guerra no Iraque ou os massacres em Ruanda, os atentados de 11 de setembro de 2001, que culminaram com a destruiÃ§Ã£o das torres gÃªmeas em Nova Iorque e a morte de milhares de pessoas, firmaram um grande divisor de Ã¡guas, a partir do qual o homem se experimenta, apesar da esfera pÃºblica da<em> web</em>, num voo solitÃ¡rio, temÃ­vel e excessivamente individualista, isolando-se, apesar dos grupos de encontro e da exposiÃ§Ã£o desmedida das<br />
redes sociais. Choque de liberdades.</p>
<p>No campo das artes e da literatura, o capitalismo fomentou suas marcas nos mais diferentes domÃ­nios e grifes de champagne e de bolsas de luxo tornaram-se os grandes financiadores de galerias e museus. A cultura, ao se tornar fator essencialmente econÃ´mico e alvo de todo tipo de isenÃ§Ãµes fiscais, fomentou o custeio do cinema e da danÃ§a (entre outros) pelas companhias petrolÃ­feras, bancos e empresas de todo tipo. A literatura aproximou-se do marketing em suapolÃ­tica de ediÃ§Ã£o e relaÃ§Ã£o com autores. De forma geral, assistimos a arte se servir e girar em torno de decisores econÃ´micos. Da irreverÃªncia da <em>Pop art</em> dos anos 50-60, passamos Ã  arte de Jeff Koons, atravessada pela publicidade. Da experimentaÃ§Ã£o dos surrealistas, constatamos o enrijecimento dos modelos e a presenÃ§a do academicismo. A arte narcÃ­sica vai ao encontro da folia das â€˜selfiesâ€™ e da exposiÃ§Ã£o de si nas redes sociais. Tal cultura narcÃ­sica parece incapaz de pensar o contemporÃ¢neo. O reino das â€˜selfiesâ€™ revelaria, assim, a reduÃ§Ã£o do mundo Ã  sua menor expressÃ£o? Mas os contrastes sÃ£o a marca dos artistas da atualidade. De um lado, a vivÃªncia em uma era de livre e fÃ¡cil acesso, momento de<em> empowerment</em> dos sujeitos; de outro, a experiÃªncia de destituiÃ§Ã£o, da expropriaÃ§Ã£o, das margens expulsas do centro afetando multidÃµes. A experiÃªncia da marginalidade e da periferia simbolizaria um fato atual de sociedade, na qual Ã© impossÃ­vel pensar sob um modo unitÃ¡rio? Aqueles que cultivam a nostalgia de uma tal unidade se transformariam entÃ£o em integristas sectÃ¡rios e em advogados do poder autoritÃ¡rio, de Daesh a Bolsonaro. Em 1989, o escritor Salman Rushdie foi condenado Ã  morte por um regime integrista. Impedido de residir em seu prÃ³prio paÃ­s, decide, como Victor Hugo, nos meados do sÃ©culo XIX, por seu prÃ³prio exÃ­lio. Estariam as aventuras culturais sensÃ­veis da atualidade condenadas a falar desse desconforto, desse exÃ­lio, dessa impotÃªncia, como o fotÃ³grafo SebastiÃ£o Salgado, o escultor Ai Weiwei, os escritores Michel Houellebecq e Atiq Rahimi, os tantos autores de quadrinhos em torno do fenÃ´meno da imigraÃ§Ã£o ou mesmo o resistente cineasta Jean-Luc Godard? Este nÃºmero da revista <em>Cerrados</em> propÃµe entÃ£o refletir sobre os elos possÃ­veis entre a literatura e as artes plÃ¡sticas, fÃ­lmicas, dramÃ¡ticas, visuais em todo gÃªnero e os grandes acontecimentos polÃ­ticos dos Ãºltimos 30 anos, face ao enrijecimento global das mentalidades e das instituiÃ§Ãµes. Questionamos ainda como o advento da era digital e a constataÃ§Ã£o da globalizaÃ§Ã£o da vida, dos hÃ¡bitos e das experiÃªncias humanas tÃªm provocado forte impacto no campo artÃ­stico e literÃ¡rio &#8211; a obra dentro de uma economia substancialmente visual, assim como seus atores e agentes.</p>
<p><em>Para toda submissÃ£o de artigos Ã© necessÃ¡rio se registrar no site da revista <a href="http://periodicos.unb.br/index.php/cerrados/about/submissions">http://periodicos.unb.br/index.php/cerrados/about/submissions</a> e dispor de um identificador pessoal de pesquisador ORCID <a href="https://orcid.org/">https://orcid.org/</a> . Ao menos um dos autores da contribuiÃ§Ã£o enviada deverÃ¡ ter a titulaÃ§Ã£o de doutor. As normas de publicaÃ§Ã£o estÃ£o disponÃ­veis na rubrica â€˜submissÃµesâ€™.</em></p>
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		<title>Appel Ã  contribution pour la Revue Cerrados</title>
		<link>http://agenda.sens-public.org/?p=2036</link>
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		<pubDate>Sun, 28 Jul 2019 12:01:11 +0000</pubDate>
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				<category><![CDATA[Appels Ã  contribution]]></category>

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		<description><![CDATA[&#160; REVISTA CERRADOS vol. 28, no 51, annÃ©e 2019 Ã‰diteur en Chef : Prof. Dr. AndrÃ© LuÃ­s Gomes La Revue Cerrados de lâ€™Ã©cole doctorale en littÃ©rature de lâ€™UniversitÃ© de Brasilia (UnB) lance un appel Ã  contributions pour le numÃ©ro 51, volume 28, de 2019, dont le dossier sera consacrÃ© aux rapports et aux enjeux entre [...]]]></description>
				<content:encoded><![CDATA[<p>&nbsp;</p>
<p><strong>REVISTA CERRADOS vol. 28, no 51, annÃ©e 2019</strong></p>
<div id="attachment_2037" class="wp-caption alignnone" style="width: 310px"><a href="http://agenda.sens-public.org/wp-content/uploads/2019/07/DSC_00858r_GW_Soneka_Cerrados.jpg"><img class="size-medium wp-image-2037" alt="Oeuvre de Soneka" src="http://agenda.sens-public.org/wp-content/uploads/2019/07/DSC_00858r_GW_Soneka_Cerrados-300x200.jpg" width="300" height="200" /></a><p class="wp-caption-text">Oeuvre de Soneka</p></div>
<p>Ã‰diteur en Chef : Prof. Dr. AndrÃ© LuÃ­s Gomes</p>
<p>La Revue <em>Cerrados</em> de lâ€™Ã©cole doctorale en littÃ©rature de lâ€™UniversitÃ© de Brasilia (UnB) lance un appel Ã  contributions pour le numÃ©ro 51, volume 28, de 2019, dont le dossier sera consacrÃ© aux rapports et aux enjeux entre la littÃ©rature et les arts et la politique. Seront acceptÃ©es des contributions en franÃ§ais et en portugais.</p>
<p><strong>Date limite : 30 AOÃ›T 2019</strong></p>
<p>Dossier : <em>Artistes et crÃ©ateurs, entre murs et exils : trente ans de solitude [1989-2019]</em></p>
<p>Section libre : LittÃ©rature et arts</p>
<p>Organisateurs de ce numÃ©ro (51) :</p>
<p>Junia Barreto (Universidade de BrasÃ­lia &#8211; UnB)<br />
Leila de Aguiar Costa (Universidade Federal de SÃ£o Paulo &#8211; Unifesp)<br />
Antoine de Baecque (Ã‰cole Normale SupÃ©rieure â€“ ENS Paris)<br />
GÃ©rard Wormser (UniversitÃ© de Rouen, Revista Sens public)</p>
<p><em>Artistes et crÃ©ateurs, entre murs et exils : trente ans de solitude [1989-2019]</em></p>
<p>Ã‰vÃ¨nement politique majeur, la chute du mur de Berlin en 1989, suivie de lâ€™unification de lâ€™Europe, divisÃ©e entre pays socialistes et capitalistes, annonÃ§ait au monde de nouveaux souffles de libertÃ©, de mobilitÃ© et de crÃ©ation. Cependant, selon le constat de Paul ValÃ©ry au moment de la Grande Guerre, en 1919, Â« nous autres, civilisations, savons aujourdâ€™hui que nous sommes mortelles Â» (<em>La Crise de lâ€™Esprit</em>). Alors, Ã  lâ€™Ã©poque dâ€™internet, quand nous ne nous servons pas de la mÃ©moire disponible en rÃ©seaux et dans lâ€™ignorance du passÃ©, nous provoquons de nouvelles guerres, nous inventons les attentats terroristes, nous rÃ©Ã©ditons les plus affreuses intolÃ©rances et nous imaginons de nouveaux murs sÃ©grÃ©gationnistes en pleine Ã©poque de mondialisation. Entre les conflits et le dÃ©mantÃ¨lement de la Yougoslavie, la guerre en Irak ou les massacres au Rwanda, les attentats du 11 septembre 2001, qui ont provoquÃ© la destruction des tours jumelles Ã  New York et la mort de milliers de personnes, furent comme une nouvelle ligne de partage des eaux : depuis lors, en dÃ©pit de la sphÃ¨re publique du <em>web</em>, lâ€™homme se voit comme un pilote solitaire, terrible et excessivement individualiste, qui lâ€™isole malgrÃ© les groupes de rencontre et lâ€™exposition dÃ©mesurÃ©e des rÃ©seaux sociaux. Choc de libertÃ©s.</p>
<p>Dans le domaine des arts et de la littÃ©rature, le capitalisme a stimulÃ© ses marques dans les plus diffÃ©rents secteurs et les griffes de champagne et des sacs de luxe sont dÃ©sormais les principaux financeurs des galeries et des musÃ©es. La culture sâ€™est transformÃ©e en secteur Ã©conomique essentiellement vouÃ© Ã  devenir le support de toutes sortes dâ€™exemptionsfiscales : lâ€™argent des compagnies pÃ©troliÃ¨res, des banques et de diverses entreprises irrigue le cinÃ©ma et la danse, et dâ€™autres secteurs artistiques. Les politiques Ã©ditoriales et la promotion des auteurs ont rapprochÃ© la littÃ©rature du marketing. Plus gÃ©nÃ©ralement, nous voyons lâ€™art courtiser les dÃ©cideurs Ã©conomiques. Lâ€™irrespect du <em>Pop art</em> des annÃ©es 50-60 a fait place Ã  lâ€™art de Jeff Koons traversÃ© par la publicitÃ©. AprÃ¨s lâ€™expÃ©rimentation surrÃ©aliste, nous constatons le raidissement des modÃ¨les et le retour de lâ€™acadÃ©misme. Lâ€™art narcissique cautionne la folie des â€˜selfiesâ€™ et de lâ€™exposition de soi dans les rÃ©seaux sociaux. Cette culture narcissique semble incapable de penser le contemporain. Le royaume des â€˜selfiesâ€™ ne rÃ©vÃ¨le- t-il pas la rÃ©duction du monde Ã  sa plus mince expression ? Tout au contraire, les contrastes sont la marque des artistes de lâ€™actualitÃ©. Dâ€™un cÃ´tÃ©, ils partagent lâ€™expÃ©rience de lâ€™Ã¢ge de lâ€™accÃ¨s libre et aisÃ©, ce temps de capacitation (<em>empowerment</em>) des sujets ; mais par ailleurs, ils vivent lâ€™expÃ©rience de la destitution, de lâ€™expropriation et des marges expulsÃ©es du centre qui affectent les multitudes. Lâ€™expÃ©rience de la marginalitÃ© et de la pÃ©riphÃ©rie symbolise-t-elle un fait actuel dâ€™une sociÃ©tÃ© quâ€™il est devenu impossible de penser sous une maniÃ¨re unitaire ? Ceux qui cultivent la nostalgie dâ€™une telle unitÃ© se sont transformÃ©s en intÃ©gristes sectaires et en avocats du pouvoir autoritaire, de Daesh Ã  Bolsonaro. En 1989, lâ€™Ã©crivain Salman Rushdie a Ã©tÃ© condamnÃ© Ã  mort par un rÃ©gime intÃ©griste. Interdit dâ€™habiter son propre pays, il dÃ©cide de sâ€™exiler comme Victor Hugo au milieu du XIXe siÃ¨cle. Les aventures culturelles significatives dâ€™aujourdâ€™hui sont-elles condamnÃ©es Ã  traiter de ce malaise, de cet exil, de cette impuissance, comme le photographe SebastiÃ£o Salgado, le sculpteur Ai Weiwei, les Ã©crivains Michel Houellebecq et Atiq Rahimi, et tant dâ€™auteurs de bandes dessinÃ©es encrÃ©s sur les questions dâ€™immigration ? Nâ€™est-ce pas aussi le cas du cinÃ©ma de rÃ©sistance de Jean-Luc Godard ? Ce numÃ©ro de la revue <em>Cerrados</em> propose donc de rÃ©flÃ©chir sur les rapports possibles de la littÃ©rature et des arts plastiques, filmiques, dramatiques et visuels de tous genres avec les grands Ã©vÃ¨nements politiques des 30 derniÃ¨res annÃ©es, face au raidissement gÃ©nÃ©ral des mentalitÃ©s et des institutions. Nous nous interrogerons Ã©galement sur lâ€™impact des technologies numÃ©riques, de la mondialisation des modes de vie et de ces chocs historiques dans le champ artistique et littÃ©raire, pour autant que les Å“uvres sâ€™insÃ¨rent dans une nouvelle Ã©conomie du visible, de ses acteurs et de ses intermÃ©diaires.</p>
<p><em>Pour toute soumission dâ€™articles, il faudra sâ€™inscrire sur le site de la revue <a title="Revue soumission" href="http://periodicos.unb.br/index.php/cerrados/about/submissions" target="_blank">http://periodicos.unb.br/index.php/cerrados/about/submissions</a> et disposer dâ€™un identifiant personnel de recherche ORCID <a href="https://orcid.org/http://">https://orcid.org/</a> . Lâ€™un des auteurs au moins devra Ãªtre docteur. Les normes de publication en franÃ§ais sont disponibles dans la rubrique â€˜soumissionsâ€™.</em></p>
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		<title>Appel Ã  contributions &#8220;Filles et garÃ§ons ont-ils.elles droit Ã  un enseignement Ã©galitaireÂ ?&#8221;</title>
		<link>http://agenda.sens-public.org/?p=2010</link>
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		<description><![CDATA[NOUVELLE DATE DE TOMBÃ‰E : 15 JANVIER 2018 Filles et garÃ§ons ont-ils.elles droit Ã  un enseignement Ã©galitaireÂ ? Sens public aborde sa quinziÃ¨me annÃ©e dâ€™existence depuis ses trois implantations en France, au QuÃ©bec (la revue est Ã  lâ€™origine du laboratoire Ã‰critures numÃ©riques1 de lâ€™UniversitÃ© de MontrÃ©al) et au BrÃ©sil. Lâ€™association est membre dâ€™Entâ€™revues (qui organise le [...]]]></description>
				<content:encoded><![CDATA[<p style="text-align: left;" align="justify">NOUVELLE DATE DE TOMBÃ‰E : 15 JANVIER 2018</p>
<p style="text-align: left;" align="justify"><span style="font-family: 'Times New Roman', serif;"><b>Filles et garÃ§ons ont-il</b></span><span style="color: #000000;"><span style="font-family: 'Times New Roman', serif;"><b>s.elles dr</b></span></span><span style="font-family: 'Times New Roman', serif;"><b>oit Ã  un enseignement Ã©galitaireÂ ?</b></span></p>
<p align="justify"><span style="font-family: 'Times New Roman', serif;"><span><i>Sens public</i></span></span><span style="font-family: 'Times New Roman', serif;"><span> aborde sa quinziÃ¨me annÃ©e dâ€™existence depuis ses trois implantations en France, au QuÃ©bec (la revue est Ã  lâ€™origine du laboratoire </span></span><span style="font-family: 'Times New Roman', serif;"><span><i>Ã‰critures numÃ©riques</i></span></span><span style="font-family: 'Times New Roman', serif;"><span><a href="#sdfootnote1sym" name="sdfootnote1anc"><sup>1</sup></a></span></span><span style="font-family: 'Times New Roman', serif;"><span> de lâ€™UniversitÃ© de MontrÃ©al) et au BrÃ©sil. Lâ€™association est membre dâ€™Entâ€™revues (qui organise le Salon de la Revue</span></span><span style="font-family: 'Times New Roman', serif;"><span><a href="#sdfootnote2sym" name="sdfootnote2anc"><sup>2</sup></a>)</span></span><span style="font-family: 'Times New Roman', serif;"><span> et du consortium europÃ©en Eurozine (eurozine.com).</span></span></p>
<p align="justify"><span style="font-family: 'Times New Roman', serif;"><span>Notre premier dossier, </span></span><span style="font-family: 'Times New Roman', serif;"><span><i>La DiffÃ©rence des Sexes</i></span></span><span style="font-family: 'Times New Roman', serif;"><span>, venait dâ€™une UniversitÃ© dâ€™Ã©tÃ© de lâ€™Association Jan Hus oÃ¹ sâ€™Ã©taient notamment exprimÃ©s GeneviÃ¨ve Fraisse, Jean-Pierre Vernant, Madeleine Valette-Fondo</span></span><span style="font-family: 'Times New Roman', serif;"><span><a href="#sdfootnote3sym" name="sdfootnote3anc"><sup>3</sup></a></span></span><span style="font-family: 'Times New Roman', serif;"><span>. Les questions de paritÃ© sont passÃ©es depuis des principes aux actes. Les indicateurs et les comparaisons internationales se multiplient. Le plafond de verre vacille, mais cela nâ€™exclut aucun retour du refoulÃ© et des vieux stÃ©rÃ©otypes. </span></span><span style="font-family: 'Times New Roman', serif;"><span><i>Â«Â Jâ€™avais Ã  affronter quelquâ€™un qui Ã©tait en fait un candidat de la tÃ©lÃ©rÃ©alitÃ©, auteur de commentaires sexistes et qui dÃ©nigrait des femmesÂ Â»</i></span></span><span style="font-family: 'Times New Roman', serif;"><span>, dit Hillary Clinton, constatant que les mÃ©dias ont cautionnÃ© ce style agressif. </span></span></p>
<p align="justify"><span style="font-family: 'Times New Roman', serif;"><span>PrÃ©sentant les personnalitÃ©s de femmes de la pÃ©riode rÃ©volutionnaire, MichÃ¨le Narvaez</span></span><span style="font-family: 'Times New Roman', serif;"><span><a href="#sdfootnote4sym" name="sdfootnote4anc"><sup>4</sup></a></span></span><span style="font-family: 'Times New Roman', serif;"><span>Ã©voque Constance de Salm. Celle-ci sâ€™en prend aux reprÃ©sentations dominantes, cautionnÃ©es par Rousseau ou les EncyclopÃ©distes</span></span><span style="font-family: 'Times New Roman', serif;"><span><a href="#sdfootnote5sym" name="sdfootnote5anc"><sup>5</sup></a></span></span><span style="font-family: 'Times New Roman', serif;"><span>, qui excluent les femmes du monde social au motif de leur faiblesse et Ã©motivitÃ© supposÃ©es. Astrid de Larminat Ã©crivait dâ€™elleÂ : </span></span><span style="font-family: 'Times New Roman', serif;"><span><i>Â«Â En 1797, elle se fendit mÃªme d&#8217;une </i></span></span><span style="font-family: 'Times New Roman', serif;"><span>Ã‰pÃ®tre aux femmes </span></span><span style="font-family: 'Times New Roman', serif;"><span><i>oÃ¹ elle exhorte ses semblables Ã  sortir de l&#8217;enfance. PremiÃ¨re femme Ã  Ãªtre admise en 1795 au LycÃ©e des Arts, institution qui avait peu ou prou remplacÃ© les acadÃ©mies supprimÃ©es au dÃ©but de la RÃ©volution, elle bÃ©nÃ©ficiait alors d&#8217;un rÃ©seau d&#8217;appuis suffisant pour se permettre ce genre de dÃ©clarations, rÃ©clamant, notamment, que les jeunes filles soient instruites comme les garÃ§onsÂ Â»</i></span></span><span style="font-family: 'Times New Roman', serif;"><span><a href="#sdfootnote6sym" name="sdfootnote6anc"><sup>6</sup></a></span></span></p>
<p align="justify"><span style="font-family: 'Times New Roman', serif;"><span>Sans Ã©galitÃ© dans lâ€™Ã©ducation, quelle Ã©mancipationÂ ? A propos dâ€™un ouvrage alors pionnier sur lâ€™Ã©galitÃ© des sexes Ã  lâ€™Ã©cole, Florence Rochefort Ã©crivaitÂ : </span></span><span style="font-family: 'Times New Roman', serif;"><span><i>Â«Â GeneviÃ¨ve Fraisse laisse la parole Ã  deux jeunes filles pour tÃ©moigner de </i></span></span><span style="font-family: 'Times New Roman', serif;"><span>Â«Â comment le pouvoir vient aux garÃ§onsÂ Â»</span></span><span style="font-family: 'Times New Roman', serif;"><span><i>, et plusieurs articles analysent les effets de la division sexuelle des savoirs sur les Ã©lÃ¨ves eux-mÃªmes. (FranÃ§oise Vouillot, Marie Duru-Bellat, Nicole Mosconi). Claude Zaidman constate la reproduction des modÃ¨les traditionnels de comportement fÃ©minin et masculin Ã  lâ€™Ã©cole primaire, mais aussi leur utilisation par les enseignants </i></span></span><span style="font-family: 'Times New Roman', serif;"><span>Â«Â pour faciliter la conduite de la classeÂ Â». Â«</span></span><span style="font-family: 'Times New Roman', serif;"><span><i>Â La mixitÃ© scolaire, </i></span></span><span style="font-family: 'Times New Roman', serif;"><span>conclut-elle</span></span><span style="font-family: 'Times New Roman', serif;"><span><i>, peut constituer un lieu d&#8217;apprentissage du respect d&#8217;autrui mais Ã  condition de renoncer au leurre de la neutralitÃ© Ã©ducative pour une prise en compte des diffÃ©rences sociales entre les sexes</i></span></span><span style="font-family: 'Times New Roman', serif;"><span>Â Â»</span></span><span style="font-family: 'Times New Roman', serif;"><span><i>. </i></span></span><span style="font-family: 'Times New Roman', serif;"><span>Christine Keitel, mathÃ©maticienne, confirme que</span></span><span style="font-family: 'Times New Roman', serif;"><span><i> Â«Â l&#8217;Ã©ducation mixte formaliste, telle qu&#8217;elle est actuellement pratiquÃ©eÂ Â» </i></span></span><span style="font-family: 'Times New Roman', serif;"><span>contribue Ã  la </span></span><span style="font-family: 'Times New Roman', serif;"><span><i>Â«Â sous-participation des femmes dans les mathÃ©matiques et les professions scientifiquesÂ Â»</i></span></span><span style="font-family: 'Times New Roman', serif;"><span><a href="#sdfootnote7sym" name="sdfootnote7anc"><sup>7</sup></a></span></span><span style="font-family: 'Times New Roman', serif;"><span><i>.</i></span></span></p>
<p align="justify"><span style="font-family: 'Times New Roman', serif;"><span>Le rapport du </span></span><span style="font-family: 'Times New Roman', serif;"><span>Haut conseil Ã  </span></span><span style="font-family: 'Times New Roman', serif;"><span>l&#8217;Ã©galitÃ© entre les femmes et les hommes (HCE F/H) </span></span><span style="font-family: 'Times New Roman', serif;"><span>reste critiqueÂ : </span></span><span style="font-family: 'Times New Roman', serif;"><span><i>Â«Â Inconsciemment les enseignant.e.s jugent filles et garÃ§ons selon un â€œdouble standardâ€. Cela est vrai pour les performances mais aussi pour les comportements des Ã©lÃ¨ves : lâ€™indiscipline des garÃ§ons est tolÃ©rÃ©e, vue comme un comportement fÃ¢cheux mais inÃ©vitable, alors quâ€™elle est stigmatisÃ©e et rejetÃ©e parfois violemment chez les filles dont on attend la docilitÃ©. Le double standard joue aussi sur lâ€™apprÃ©ciation des capacitÃ©s des Ã©lÃ¨vesÂ Â» [â€¦] </i></span></span><span style="font-family: 'Times New Roman', serif;"><span>Le HCE voudrait</span></span><span style="font-family: 'Times New Roman', serif;"><span><i> Â«Â faire de lâ€™Ã©galitÃ© filles-garÃ§ons une connaissance requise pour lâ€™obtention des diplÃ´mes dâ€™enseignant.e.s, de personnels dâ€™inspection, de direction, des conseiller.e.s dâ€™orientation psychologues et des conseiller.e.s principaux.ales dâ€™Ã©ducation en intÃ©grant le sujet dans les concoursÂ Â»</i></span></span><span style="font-family: 'Times New Roman', serif;"><span><a href="#sdfootnote8sym" name="sdfootnote8anc"><sup>8</sup></a></span></span><span style="font-family: 'Times New Roman', serif;"><span>.</span></span></p>
<p align="justify"><span style="font-family: 'Times New Roman', serif;"><span>Certes, les ressources se multiplient, comme le site CANOPE</span></span><span style="font-family: 'Times New Roman', serif;"><span><a href="#sdfootnote9sym" name="sdfootnote9anc"><sup>9</sup></a></span></span><span style="font-family: 'Times New Roman', serif;"><span>. </span></span><span style="font-family: 'Times New Roman', serif;"><span>Autre exemple, l</span></span><span style="font-family: 'Times New Roman', serif;"><span>a mise en place dâ€™un master interdisciplinaire sur les questions de genre. Nahema Hanafi indiqueÂ : </span></span><span style="font-family: 'Times New Roman', serif;"><span><i>Â«Â Nous ouvrirons deux parcours de master 2. Le premier, Â«Â corps et biopolitiqueÂ Â», sera centrÃ© autour du corps, des sexualitÃ©s, des violences ou encore de la santÃ©. Il est destinÃ© Ã  des personnes qui veulent devenir expertes de ces questions, enseigner, faire de la recherche. Le second parcours, plus professionnalisant, sera centrÃ© sur les discriminations. Il sâ€™adresse Ã  ceux qui veulent devenir chargÃ©s de mission Ã©galitÃ© dans des entreprises, responsables du recrutement, qui veulent travailler dans des associationsâ€¦ Il y a une vraie demande de formation continue sur ces questions.Â Â»</i></span></span><span style="font-family: 'Times New Roman', serif;"><span><a href="#sdfootnote10sym" name="sdfootnote10anc"><sup>10</sup></a></span></span></p>
<p align="justify"><span style="font-family: 'Times New Roman', serif;"><span>Mais les choses ont-elles vraiment changÃ©Â ? Marie Duru-Bellat </span></span><span style="font-family: 'Times New Roman', serif;"><span>montre </span></span><span style="font-family: 'Times New Roman', serif;"><span>le contraire dans son ouvrage tout juste paru, </span></span><span style="font-family: 'Times New Roman', serif;"><span><i>La </i></span></span><span style="font-family: 'Times New Roman', serif;"><span><i>T</i></span></span><span style="font-family: 'Times New Roman', serif;"><span><i>yrannie du genre<a href="#sdfootnote11sym" name="sdfootnote11anc"><sup>11</sup></a></i></span></span><span style="font-family: 'Times New Roman', serif;"><span>Â : </span></span><span style="font-family: 'Times New Roman', serif;"><span><i>Â«Â Un dÃ©guisement de princesse et un aspirateur pour les filles, un chÃ¢teau fort et une voiture radiocommandÃ©e pour les garÃ§ons&#8230; On pourrait penser qu&#8217;un choix de jouets aussi stÃ©rÃ©otypÃ© appartiendrait au passÃ©. Il n&#8217;en est rien. Une sexualisation de plus en plus marquÃ©e s&#8217;observe dans l&#8217;Ã©ducation comme dans tous les domaines de la vie sociale. Ces traitements diffÃ©renciÃ©s ne sont pas systÃ©matiquement perÃ§us comme des inÃ©galitÃ©s. Ils sont justifiÃ©s par des croyances en des distinctions essentielles, d&#8217;ordre &#8220;naturel&#8221;, entre femmes et hommes. Un ensemble de discours psychologisants, de normes et de symboles en dÃ©coule, qui a des consÃ©quences multiformes sur les rÃ´les assignÃ©s Ã  chacun et chacune.Â Â»</i></span></span></p>
<p align="justify"><span style="font-family: 'Times New Roman', serif;"><span>Comment corriger ces outrances</span></span><span style="font-family: 'Times New Roman', serif;"><span> sans reconduire lâ€™e</span></span><span style="font-family: 'Times New Roman', serif;"><span>ssentialisation des rÃ´les assignÃ©s Ã  chacun.eÂ ? Les avis divergent. L</span></span><span style="font-family: 'Times New Roman', serif;"><span>a critique des rapports de domination sâ€™est appuyÃ©e sur la notion de genre. Mais passer de la conscience de ces reprÃ©sentations Ã  l&#8217;idÃ©e que toute prise de position renvoie Ã  des discours genrÃ©s, cela ne prÃ©sente-t-il pas aussi le risque de rÃ©duire les individus, quel que soit leur sexe, Ã  des rÃ´les au lieu de promouvoir lâ€™Ã©mancipation personnelle de chacun.eÂ ? </span></span></p>
<p align="justify"><span style="font-family: 'Times New Roman', serif;"><span>En d&#8217;autres termes, pourquoi et comment l&#8217;Ã©ducation (qui ne se rÃ©sume pas Ã  la scolarisation ou Ã  la dipl</span></span><span style="font-family: 'Times New Roman', serif;"><span>o</span></span><span style="font-family: 'Times New Roman', serif;"><span>mation) reste-t-elle qualitativement diffÃ©rente pour les jeunes, fille ou garÃ§on, alors mÃªme que le principe de l&#8217;Ã©galitÃ© des chances devrait conduire Ã  une Ã©ducation indÃ©pendante du genreÂ ? Les textes pourront, au-delÃ  d&#8217;analyses empiriques spÃ©cifiques, aborder Ã©galement les dÃ©bats, loin d&#8217;Ãªtre consensuels, qui s&#8217;opposent sur ce que serait une sociÃ©tÃ© oÃ¹ femmes et hommes seraient vÃ©ritablement Ã©gaux.</span></span></p>
<p align="justify"><span style="font-family: 'Times New Roman', serif;"><span><b>Au nom du comitÃ© scientifique international (en cours de constitution), MichÃ¨le Narvaez-Goldstein et GÃ©rard Wormser attendent vos manifestations dâ€™intÃ©rÃªt et propositions (deux pages maxi) concernant lâ€™Ã©galitÃ© filles-garÃ§ons dans lâ€™Ã©ducation avant le 15 janvier 2017.</b></span></span></p>
<p align="justify"><span style="font-family: 'Times New Roman', serif;"><span><b>Les articles seront attendus pour le 15 mai 2018 et seront Ã©valuÃ©s avant parution. Une seconde vague de publications aura lieu pour les projets reÃ§us jusquâ€™en mars 2018, dont les textes complets seront remis dâ€™ici Ã  la mi-juillet 2018. </b></span></span></p>
<p align="center"><span style="font-family: 'Times New Roman', serif;"><span><span style="text-decoration: underline;">Les articles paraÃ®tront dans leur langue originale. Les propositions non rÃ©digÃ©es en franÃ§ais doivent Ãªtre accompagnÃ©s dâ€™une </span></span></span><span style="font-family: 'Times New Roman', serif;"><span><i><span style="text-decoration: underline;">traduction franÃ§aise ou anglaise</span></i></span></span><span style="font-family: 'Times New Roman', serif;"><span><i>. </i></span></span></p>
<p align="center"><span style="font-family: 'Times New Roman', serif;"><span>Voir les rÃ¨gles de publication iciÂ : </span></span><span style="color: #000080;"><span style="text-decoration: underline;"><a href="http://www.sens-public.org/article477.html"><span style="font-family: 'Times New Roman', serif;"><span>www.sens-public.org/article477.html</span></span></a></span></span><span style="font-family: 'Times New Roman', serif;"><span> . </span></span></p>
<p align="center"><span style="font-family: 'Times New Roman', serif;"><span><br />
</span></span><span style="font-family: 'Times New Roman', serif;"><span><b>ContactÂ : </b></span></span><span style="font-family: 'Times New Roman', serif;"><span>MichÃ¨le Narvaez-GoldsteinÂ : </span></span><span style="color: #000080;"><span style="text-decoration: underline;"><a href="mailto:michele-narvaez@wanadoo.fr"><span style="font-family: 'Times New Roman', serif;"><span>michele-narvaez@wanadoo.fr</span></span></a></span></span><span style="font-family: 'Times New Roman', serif;"><span>Â ;<br />
GÃ©rard WormserÂ : </span></span><span style="color: #000080;"><span style="text-decoration: underline;"><span style="font-family: 'Times New Roman', serif;"><span><a href="mailto:gwormser@sens-public.org">gwormser@sens-public.org</a></span></span></span></span></p>
<p style="text-align: left;" align="center"><strong>TÃ©lÃ©chargez le PDF de l&#8217;appel:</strong>Â <a href="http://agenda.sens-public.org/wp-content/uploads/2017/10/Appel-Ã©galitÃ©-Ã©ducation-26-octobre-2017_.pdf">Appel Ã©galitÃ© Ã©ducation 26 octobre 2017_</a><a href="http://agenda.sens-public.org/wp-content/uploads/2017/10/Appel-Ã©galitÃ©-Ã©ducation-16-octobre-2017_.pdf"><br />
</a></p>
<div id="sdfootnote1">
<p align="justify"><a href="#sdfootnote1anc" name="sdfootnote1sym">1</a>Â <span style="text-decoration: underline;"><a href="http://ecrituresnumeriques.ca/fr/2016/1/19/Revue-Sens-public"><span style="font-family: 'Open Sans', serif;"><i>http://ecrituresnumeriques.ca/fr/2016/1/19/Revue-Sens-public</i></span></a></span></p>
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<div id="sdfootnote2">
<p><a href="#sdfootnote2anc" name="sdfootnote2sym">2</a><span> Paris, du 10 au 12 novembre 2017 </span><span style="color: #000080;"><span style="text-decoration: underline;"><a href="https://www.entrevues.org/actualites/27e-salon-de-revue-dores-deja/"><span>https://www.entrevues.org/actualites/27e-salon-de-revue-dores-deja/</span></a></span></span></p>
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<div id="sdfootnote3">
<p align="justify"><a href="#sdfootnote3anc" name="sdfootnote3sym">3</a>Â <span style="text-decoration: underline;"><a href="http://sens-public.org/article542.html?lang=fr"><span style="font-family: 'Open Sans', serif;">http://sens-public.org/article542.html?lang=fr</span></a></span></p>
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<div id="sdfootnote4">
<p><a href="#sdfootnote4anc" name="sdfootnote4sym">4</a> <span>Revue XIX, 2017 </span><span style="color: #000080;"><span style="text-decoration: underline;"><a href="http://periodicos.unb.br/index.php/revistaXIX/article/view/26854"><span>http://periodicos.unb.br/index.php/revistaXIX/article/view/26854</span></a></span></span><span> Â«Â Les SemeusesÂ Â», </span><span style="color: #000080;"><span style="text-decoration: underline;"><a href="http://periodicos.unb.br/index.php/revistaXIX/article/view/26855/0"><span>http://periodicos.unb.br/index.php/revistaXIX/article/view/26855/0</span></a></span></span><span> Â«Â As SemeadorasÂ Â»,</span></p>
</div>
<div id="sdfootnote5">
<p align="justify"><a href="#sdfootnote5anc" name="sdfootnote5sym">5</a><span style="font-family: 'Open Sans', serif;"><span> Cf : </span></span><span style="font-family: 'Open Sans', serif;"><span>Anna Durnova </span></span><span style="color: #000080;"><span style="text-decoration: underline;"><span style="font-family: 'Open Sans', serif;"><span><a href="http://sens-public.org/article96.html?lang=fr">http://sens-public.org/article96.html?lang=fr</a></span></span></span><span style="font-family: 'Open Sans', serif;">Â </span></span><span style="font-family: 'Open Sans', serif;"><span>dans notre dossier fondateur.</span></span></p>
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<div id="sdfootnote6">
<p align="justify"><a href="#sdfootnote6anc" name="sdfootnote6sym">6</a>Â <span style="text-decoration: underline;"><a href="http://www.lefigaro.fr/livres/2007/02/01/03005-20070201ARTFIG90232-une_femme_des_lumieres_sort_de_l_ombre.php"><span style="font-family: 'Open Sans', serif; color: #000000; text-decoration: underline;">http://www.lefigaro.fr/livres/2007/02/01/03005-20070201ARTFIG90232-une_femme_des_lumieres_sort_de_l_ombre.php</span></a></span></p>
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<div id="sdfootnote7">
<p align="justify"><a href="#sdfootnote7anc" name="sdfootnote7sym">7</a>Â <span style="font-family: 'Open Sans', serif;"><span>Rochefort, Fl.orence, in </span></span><span style="font-family: 'Open Sans', serif;"><span><i>CLIO</i></span></span><span style="font-family: 'Open Sans', serif;"><span>, 5/1997 </span></span><span style="color: #000000;"><a href="https://clio.revues.org/423"><span style="color: #000000;"><span style="text-decoration: underline;"><span style="font-family: 'Open Sans', serif;"><span>https://clio.revues.org/423</span></span></span></span></a></span><span style="font-family: 'Open Sans', serif;"><span>.<br />
Sur De Manassein, M. (dir), </span></span><span style="font-family: 'Open Sans', serif;"><span><i>De lâ€™</i></span></span><span style="font-family: 'Segoe UI';"><span><i>Ã‰</i></span></span><span style="font-family: 'Open Sans', serif;"><span><i>galitÃ© des Sexes</i></span></span><span style="font-family: 'Open Sans', serif;"><span>, CNDP, 1995.</span></span></p>
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<div id="sdfootnote8">
<p align="justify"><a href="#sdfootnote8anc" name="sdfootnote8sym">8</a>Â <span style="text-decoration: underline;"><a href="http://www.haut-conseil-egalite.gouv.fr/stereotypes-et-roles-sociaux/travaux-du-hcefh/article/rapport-formation-a-l-egalite"><span style="font-family: 'Times New Roman', serif; color: #000000; text-decoration: underline;">http://www.haut-conseil-egalite.gouv.fr/stereotypes-et-roles-sociaux/travaux-du-hcefh/article/rapport-formation-a-l-egalite</span></a></span></p>
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<div id="sdfootnote9">
<p align="justify"><a href="#sdfootnote9anc" name="sdfootnote9sym">9</a>Â <span style="color: #000080;"><span style="text-decoration: underline;"><a href="https://www.reseau-canope.fr/outils-egalite-filles-garcons.html"><span style="font-family: 'Open Sans', serif;"><span>https://www.reseau-canope.fr/outils-egalite-filles-garcons.html</span></span></a></span></span></p>
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<div id="sdfootnote10">
<p align="justify"><a href="#sdfootnote10anc" name="sdfootnote10sym">10</a>Â <span style="text-decoration: underline;"><span style="color: #000080;"><span style="font-family: 'Open Sans', serif;"><a href="http://www.lemonde.fr/campus/article/2017/09/21/les-etudes-sur-le-genre-ont-gagne-en-legitimite_5188904_4401467.html">http://www.lemonde.fr/campus/article/2017/09/21/les-etudes-sur-le-genre-ont-gagne-en-legitimite_5188904_4401467.htm</a>l</span></span></span></p>
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<div id="sdfootnote11">
<p><a href="#sdfootnote11anc" name="sdfootnote11sym">11</a> Duru-Bellat, Marie, <i>La Tyrannie du Genre</i>, Presses de Sciences-Po, 2017.</p>
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		<title>Appel Ã  communication pour le Colloque International interdisciplinaire : La crÃ©ativitÃ© des territoires, enjeu des formations durables ?</title>
		<link>http://agenda.sens-public.org/?p=1999</link>
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		<pubDate>Sun, 07 May 2017 12:56:49 +0000</pubDate>
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				<category><![CDATA[Appels Ã  contribution]]></category>
		<category><![CDATA[Colloques, ConfÃ©rences]]></category>

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		<description><![CDATA[SÃ©tif, 5-6 novembre 2017 !! Appel Ã  communicationÂ urgent (clÃ´ture le 22 mai) !! Un Â paysage Â porte Â lâ€™empreinte Â de Â savoirs Â culturels Â et techniques Â sÃ©culaires Â en Â amont Â des avancÃ©es Â technologiques Â rÃ©centes. Â Ces Â avancÃ©es restent dans les formations supÃ©rieures longues, trop souvent enseignÃ©es sans pensÃ©e de lâ€™environnement ni perspective globale de la collectivitÃ©. Pourtant, la connaissance du Â terrain [...]]]></description>
				<content:encoded><![CDATA[<p><strong>SÃ©tif, 5-6 novembre 2017</strong></p>
<p><em><strong>!! Appel Ã  communicationÂ urgent (clÃ´ture le 22 mai) !!</strong></em></p>
<p>Un Â paysage Â porte Â lâ€™empreinte Â de Â savoirs Â culturels Â et techniques Â sÃ©culaires Â en Â amont Â des avancÃ©es Â technologiques Â rÃ©centes. Â Ces Â avancÃ©es restent dans les formations supÃ©rieures longues, trop souvent enseignÃ©es sans pensÃ©e de lâ€™environnement ni perspective globale de la collectivitÃ©. Pourtant, la connaissance du Â terrain Â est Â indispensable Â aux Â Ã©tudes Â relatives Â Ã  Â la gouvernance Â et Ã  Â la Â gestion territoriale, Â dans Â une Â relation Â Ã©troite Â Ã  Â la Â gÃ©ographie, Â Ã  lâ€™histoire, mais Â aussi Â Ã  Â la culture de ses habitants et Ã  lâ€™imaginaire social portÃ© par eux. confrontÃ© Â  Ã  Â Â la Â Â diversitÃ© territoriale, Â Â dans Â Â un Â Â contexte Â Â de Â Â restructuration Â Â des opÃ©rateurs Ã©conomiques, Â qui Â peuvent se Â dÃ©localiser Â trÃ¨s Â rapidement. Â Cette Â situation inÃ©dite conduit pour exemple au Maghreb, Ã  un chÃ´mage Ã©levÃ© des cadres, dans une situation Â paradoxale Â qui Â crÃ©e de Â la Â dÃ©fiance Â politique Â et peut Â fracasser, Â Ã  Â terme, Â les structures Â dÃ©mocratiques dâ€™enseignement Â qui Â Å“uvrent Â pour Â une ouverture Â sociÃ©tale.</p>
<p>Pour Â y Â pallier, Â les Â apprentissages Â de Â terrain Â doivent Â Ãªtre Â dÃ©veloppÃ©s Â au Â mÃªme Â titre que Â la recherche, Â dans Â des Â modalitÃ©s Â Ã©pistÃ©mologiques Â et Â Ã©thiques Â attentives Â Ã  lâ€™Ã©volution Â des mÃ©tiers. Â Ces Â Ã©volutions Â appropriÃ©es Â doivent Â sâ€™effectuer Â dans Â une relation Â attentive Â aux apports des Â sciences Â humaines, Â en Â Ã©coute Â du Â terrain Â et Â de Â la crÃ©ativitÃ© Â sociale. Â Câ€™est Â dans la Â diversitÃ© des Â territoires Â que Â les Â innovations Â sont qualifiÃ©es Â Â dans Â Â une Â Â logique Â Â dâ€™usage Â  prospective, Â au-delÃ  Â Â du Â Â court Â Â terme Â Â des inventions. Â Les Â combinaisons Â les Â plus Â rÃ©ussies de Â la Â coopÃ©ration sont Â celles Â oÃ¹ diffÃ©rents Â acteurs Â du Â terrain Â peuvent Â susciter Â et Â stimuler Â un Â«Â vivre Â ensemble Â»Â de leurs savoirs, leurs savoirs faire et leur crÃ©ativitÃ©. Au-delÃ  Â Â des Â Â compÃ©tences sectorielles Â Â liÃ©es Ã  lâ€™innovation, dont lâ€™enseignement supÃ©rieur est traditionnellement dÃ©positaire, lâ€™universitÃ© a donc besoin de comprendre et dâ€™enseigner des savoirs culturels et sociaux et reconsidÃ©rer les apports des Â disciplines Â connexes Â (gÃ©ographie, Â histoire, Â sociologie, anthropologie mais aussi littÃ©rature et arts) dans leurs multiples expressions de lien (oralitÃ©s, Ã©critures, images &amp; Â sons). Les Â sciences Â humaines Å“uvrent en Â effet Â en Â interdiscipline Â et permettent, dans Â une Â relation Â Ã  la Â globalitÃ© Â des Â perceptions Â humaines, de Â construire le prÃ©sent dans une pensÃ©e durable.</p>
<p>Ces Â mutations Â ont Â peu Â Ã©tÃ© Â prises Â en Â compte Â dans Â les Â enseignements Â universitaires technologiques, Â qui Â doivent Â Ã  Â lâ€™avenir, Â sous Â peine Â de Â conduire Â les Â Ã©tudiants Â au chÃ´mage, de penser lâ€™humain et le paysage comme des ressources inventives corrÃ©lÃ©es, dans leurs expressions Â et Â la Â rÃ©sistance Â de Â leurs Â savoirs Â de Â vie. Â De Â fait, Â et particuliÃ¨rement Â dans Â les territoires cloisonnÃ©s, tant par leur gÃ©ographie Â physique que par leur organisation socio administrative, lâ€™attention doit Ãªtre accordÃ©e aux ressources locales et Ã  la collaboration entre les acteurs.</p>
<p>&nbsp;</p>
<p><strong>Les axes privilÃ©giÃ©s de ce colloque interdisciplinaire sont :</strong></p>
<p><strong>Axe 1 :</strong> lâ€™universitÃ© et les territoires, expÃ©riences et enseignements croisÃ©s.</p>
<p><strong>Axe 2 :</strong> place et enjeux des sciences humaines dans les formations professionnelles.</p>
<p><strong>Axe 3 :</strong> outils innovants et potentialitÃ©s crÃ©atives du dÃ©veloppement universitaire.</p>
<p><strong>Axe 4 :</strong> amÃ©nagement du territoire, environnement et recherche collaborative.</p>
<p>&nbsp;</p>
<p><strong>Calendrier de lâ€™appel Ã  communications :Â </strong></p>
<p><strong></strong><em>Les propositions de communication1, accompagnÃ©es dâ€™un rÃ©sumÃ© dâ€™une pageÂ (2500 signes) et dâ€™un bref CV, sont Ã  adresser par mail Ã  : <a href="mailto:sylvie.dallet@uvsq.fr">sylvie.dallet@uvsq.fr</a>Â et <a href="mailto:oussama.kharchi@univ-setif.dz">oussama.kharchi@univ-setif.dz</a>, ainsi que dÃ©posÃ©es sur le site Internet dÃ©diÃ©Â au colloque <a href="http://www.univ-setif.dz/OCS/CTEFD">http://www.univ-setif.dz/OCS/CTEFD</a>Â avant le 22 mai 2017</em></p>
<p><em id="__mceDel">Â Les rÃ©ponses aux propositions seront envoyÃ©es au plus tard, le 15 juinÂ 2017.</em></p>
<p><em>Les textes complets des communications retenues doivent Ãªtre transmis auÂ plus tard le 7 septembre 2017 sur des modalitÃ©s prÃ©cisÃ©es sur le siteÂ internet dÃ©diÃ©.</em></p>
<p><strong>TÃ©lÃ©charger le PDF de l&#8217;appel</strong> :Â <em><strong><a href="http://agenda.sens-public.org/wp-content/uploads/2017/05/Appel-Ã -com-la-crÃ©ativitÃ©-des-territoires-UFAS1-v3.pdf">Appel Ã  com la crÃ©ativitÃ© des territoires UFAS1 v3</a></strong></em></p>
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		<title>Colloque &#8220;La photographie au thÃ©Ã¢tre&#8221;</title>
		<link>http://agenda.sens-public.org/?p=1992</link>
		<comments>http://agenda.sens-public.org/?p=1992#comments</comments>
		<pubDate>Mon, 13 Mar 2017 13:04:01 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Appels Ã  contribution]]></category>
		<category><![CDATA[Colloques, ConfÃ©rences]]></category>

		<guid isPermaLink="false">http://agenda.sens-public.org/?p=1992</guid>
		<description><![CDATA[La photographie au thÃ©Ã¢tre Ã©crits thÃ©oriques, oeuvres dramatiques, spectacles, programmations thÃ©Ã¢tralesÂ  XIXe-XXIe siÃ¨clesÂ  Colloque international 23, 24, 25 novembre 2017 Ã  lâ€™INHA Paris OrganisÃ© par BRIGITTE JOINNAULT (UniversitÃ© CÃ´te dâ€™Azur/UMR THALIM/Arias) Partenariats : UMR THALIM (Sorbonne Nouvelle/CNRS/ENS) ; CRILCQ â€“ UniversitÃ© de MontrÃ©al ; PRint â€“ UQAM ; CTEL &#8211; UniversitÃ© CÃ´te dâ€™Azur, autres partenariats [...]]]></description>
				<content:encoded><![CDATA[<p><strong>La photographie au thÃ©Ã¢tre</strong></p>
<p><em>Ã©crits thÃ©oriques, oeuvres dramatiques, spectacles, programmations thÃ©Ã¢tralesÂ </em></p>
<p><em>XIXe-XXIe </em><em>siÃ¨cles</em><b>Â </b></p>
<p><b>Colloque international </b>23, 24, 25 novembre 2017 Ã  lâ€™INHA Paris</p>
<p><b>OrganisÃ© par </b>BRIGITTE JOINNAULT (UniversitÃ© CÃ´te dâ€™Azur/UMR THALIM/Arias)</p>
<p><b>Partenariats </b>: UMR THALIM (Sorbonne Nouvelle/CNRS/ENS) ; CRILCQ â€“ UniversitÃ© de MontrÃ©al ; PRint â€“ UQAM ; CTEL &#8211; UniversitÃ© CÃ´te dâ€™Azur, autres partenariats en cours.</p>
<p>TÃ©lÃ©charger l&#8217;appel :Â <a href="http://agenda.sens-public.org/wp-content/uploads/2017/03/appel_photographie_theatre_fevrier17.pdf">appel_photographie_theatre_fevrier17</a></p>
<p>Lâ€™objet de ce colloque est dâ€™interroger la maniÃ¨re dont, de la fin du 19e siÃ¨cle Ã  nos jours, notre rapport au fait photographique (ses images, ses objets, ses techniques, ses procÃ©dÃ©s, ses praticiens et ses usagers) est mis en jeu dans les pratiques thÃ©Ã¢trales (textes dramatiques, spectacles et programmations) et dans les Ã©crits sur le thÃ©Ã¢tre. Comment ce rapport devient-il source dâ€™inventions et de rÃ©flexions pour le thÃ©Ã¢tre, objet privilÃ©giÃ© pour questionner aussi bien lâ€™Ãªtre humain dans sa prÃ©sence Ã  soi, Ã  lâ€™autre et au monde que le geste thÃ©Ã¢tral lui-mÃªme ? Quelles conceptions et/ou quelles reprÃ©sentations de la photographie les artistes et les thÃ©oriciens adoptent-ils ou forgent-ils lorsquâ€™ils sâ€™en servent pour questionner le thÃ©Ã¢tre ? Dans quelles mesures le thÃ©Ã¢tre peut-il Ãªtre, Ã  lâ€™instar de la littÃ©rature, considÃ©rÃ© comme un Â« observatoire Â» ou comme un Â« laboratoire Â» de la photographie et de ses mutations ?</p>
<p>Lâ€™ouverture historique et gÃ©ographique de ce colloque est volontairement large car dÃ¨s ses origines et Ã  chaque grand tournant de son histoire la photographie a exercÃ© sur les praticiens et les thÃ©oriciens du thÃ©Ã¢tre une influence esthÃ©tique profonde, que celle-ci sâ€™offre visiblement dans les Ã©crits et dans les oeuvres (comme cela sâ€™observe depuis lâ€™entrÃ©e dans lâ€™Ã¨re du numÃ©rique et des technologies mobiles, en particulier dans les Ã©critures anglophones et dâ€™AmÃ©rique du Nord) ou que son travail demeure plus imperceptible (aussi bien aux premiÃ¨res heures de la photographie, que dans des oeuvres actuelles oÃ¹ lâ€™invisibilitÃ© de la photographie dans lâ€™Ã©criture dramatique dâ€™un auteur va parfois de pair avec une prÃ©sence beaucoup plus manifeste dans son Ã©criture romanesque).</p>
<p>La photographie sera considÃ©rÃ©e aussi bien dans ses fonctions documentaires que fictionnelles, dans ses pratiques artistiques quâ€™extra-artistiques, dans ses procÃ©dÃ©s et ses technologies que dans ses usages et ses rÃ©ceptions. Nous nous intÃ©resserons Ã  la matÃ©rialitÃ©, au vocabulaire, aux discours qui constituent ses rÃ©alitÃ©s ainsi quâ€™aux reprÃ©sentations imaginaires, aux mythologies et aux pouvoirs fantasmÃ©s qui lui sont associÃ©s et que le thÃ©Ã¢tre peut manifester ou contribuer Ã  entretenir et Ã  forger.</p>
<p><b>Cinq axes de rÃ©flexion sont envisagÃ©sÂ </b></p>
<p>1) Quels rÃ´les dramaturgiques les objets (appareils, bacs, pellicules, nÃ©gatifs, clichÃ©s, logiciels, albums, fichiers), les gestes et les actes (cadrage, pose, prise de vue, dÃ©veloppement, rÃ©vÃ©lation, montage, traitement numÃ©rique), les lieux (chambre noire, cabine de photomaton, studio, galerie, Ã©cran, disque dur) de la photographie, ses acteurs (photographes, photographiÃ©s, utilisateurs), ses modes de production et de rÃ©ception jouent-ils dans les textes et sur les scÃ¨nes ? Comment le thÃ©Ã¢tre met-il en scÃ¨ne des maniÃ¨res, plus ou moins rÃ©alistes, plus ou moins critiques, plus ou moins inattendues, dâ€™apprÃ©hender le mÃ©dium photographique, ses pouvoirs et ses effets ?</p>
<p>2) Comment lâ€™existence et les modalitÃ©s de la photographie nourrissent-elles lâ€™imaginaire des praticiens du thÃ©Ã¢tre, les influencent-elles, les amÃ¨nent-elles Ã  se questionner, leurs servent-elles de modÃ¨les ou de contre-modÃ¨les ? Comment participent-elles aux mutations des pratiques thÃ©Ã¢trales, aussi bien dans les dÃ©marches de crÃ©ation et dans les lieux de transmission (on pourra notamment questionner lâ€™usage des photographies dans les formations en arts du spectacle) que dans les esthÃ©tiques dramatiques et scÃ©niques ? Comment ses techniques de rÃ©vÃ©lation, ses fonctions de conservation, les effets dâ€™attestation que ses images peuvent produire affectent-ils un art fait lui-mÃªme de scÃ¨nes de reconnaissance, de dÃ©voilement, de stratÃ©gies de rÃ©vÃ©lation brutales ou progressives, de structures fondÃ©es sur la reviviscence, de convocations mÃ©morielles ? Quels rÃ´les lâ€™apparition et le dÃ©veloppement du mÃ©dium photographique ont-ils pu exercer dans les Ã©volutions historiques du thÃ©Ã¢tre moderne et contemporain ?</p>
<p>3) Comment, par le biais de faits et de mÃ©taphores photographiques (notamment celle de la chambre de lâ€™imagination), les auteurs, les metteurs en scÃ¨ne et les scÃ©nographes interrogent-ils les interactions entre lâ€™image et le verbe, entre le visuel et le sonore, et proposent-ils des expÃ©rimentations concrÃ¨tes des phÃ©nomÃ¨nes de mÃ©moire, de rÃªve et de perception ? Comment la mise en jeu de lâ€™expÃ©rience photographique, de sa possibilitÃ© ou de son impossibilitÃ©, sert-elle au thÃ©Ã¢tre Ã  expÃ©rimenter sa propre capacitÃ© Ã  produire un questionnement sensible sur lâ€™humain, ses capacitÃ©s de prÃ©sence et dâ€™Ã©coute, son apprÃ©hension de la mort, de la disparition, ses rÃªves de rÃ©surrection ?</p>
<p>4) Quelles sont les motivations des programmateurs de thÃ©Ã¢tre lorsquâ€™ils invitent lâ€™art photographique dans les lieux vouÃ©s Ã  la programmation thÃ©Ã¢trale ? Que proposent alors les photographes et commissaires dâ€™exposition invitÃ©s aux publics des saisons ou des festivals de thÃ©Ã¢tre ? Observe-t-on une contamination mutuelle du thÃ©Ã¢tre et de la photographie ? Les rencontres effectives entre les pratiques et les spectateurs produisent-elles des troubles, des hybridations, des dÃ©centrements ?</p>
<p>5) Comment les Ã©crits sur lâ€™art, et sur la scÃ¨ne thÃ©Ã¢trale en particulier, envisagent-ils les liens entre des pratiques scÃ©niques ou performatives Ã©phÃ©mÃ¨res et des pratiques qui produisent des objets qui peuvent avoir vocation Ã  Ãªtre conservÃ©s et reproduits, comment se servent-ils des propriÃ©tÃ©s des pratiques photographiques, de ses gestes et de son histoire, pour penser ceux de la scÃ¨ne ou rÃ©ciproquement ? Pourront Ã©galement Ãªtre questionnÃ©s dans ce cadre, dâ€™un point de vue thÃ©orique et mÃ©thodologique, les effets des usages illustratifs de la photographie dans les pratiques historiographiques.</p>
<p>Ce colloque sâ€™inscrit dans la continuitÃ© dâ€™un programme de recherche initiÃ© en 2011 sur les formes de prÃ©sences de la photographie dans les Ã©critures thÃ©Ã¢trales (FoPPhET), et se propose, tenant compte de lâ€™intÃ©rÃªt pour les relations thÃ©Ã¢tre et photographie manifestÃ© dans des travaux rÃ©cents, de fÃ©dÃ©rer des chercheurs dÃ©jÃ  engagÃ©s dans ce questionnement mais aussi de susciter de nouveaux travaux dans un esprit transdisciplinaire (Ã©tudes thÃ©Ã¢trales, Ã©tudes photographiques, philosophie et histoire de lâ€™art, intermÃ©dialitÃ©).</p>
<p>&nbsp;</p>
<p><b>MODALITES DE SOUMISSION DES PROPOSITIONSÂ </b></p>
<p><em>Les propositions de communication comprenant un titre, un rÃ©sumÃ© de 500 mots, une notice bibliographique et les coordonnÃ©es de lâ€™auteur sont Ã  envoyer dâ€™ici leÂ <b>31 mars 2017Â </b>dans un unique fichier identifiable par le nom de lâ€™auteur Ã  : colloque.photo.theatre@gmail.com.Â </em></p>
<p><em>Les participants sÃ©lectionnÃ©s par le comitÃ© scientifique seront contactÃ©s par courriel au plus tard le 31 mai 2017.</em></p>
<p>&nbsp;</p>
<p><b>COMITE SCIENTIFIQUEÂ </b></p>
<p><b>Didier Aubert </b>(Univ. Sorbonne Nouvelle â€“ Paris 3/ THALIM)</p>
<p><b>Anne-FranÃ§oise Benhamou </b>(ENS/Univ. PSL/THALIM)</p>
<p><b>Mildred Galland-Szymkowiak </b>(CNRS/THALIM)</p>
<p><b>Brigitte Joinnault </b>(Univ. CÃ´te dâ€™Azur/CTEL (EA 6307)/ THALIM)</p>
<p><b>Jean-Marc Larrue </b>(Univ de MontrÃ©al/CRILQC/CRIalt)</p>
<p><b>Marie-Christine Lesage </b>(Univ. du QuÃ©bec Ã  MontrÃ©al/PRint, Pratiques Interartistiques, Ã‰cole supÃ©rieure de thÃ©Ã¢tre)</p>
<p><b>Servanne Monjour </b>(Univ. de MontrÃ©al/ ThÃ©olinum, CRC sur les Ã©critures numÃ©riques)</p>
<p><b>Magali Nachtergael </b>(Univ. de Paris 13/PlÃ©iade (EA 7338))</p>
<p><b>Julie Noirot </b>(Univ. Lyon 2/Passages XX-XXI (EA 4160))</p>
<p><b>Julie Sermon </b>(Univ. Lyon 2/Passages XX-XXI (EA 4160))</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
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		<title>Lâ€™ontologie du numÃ©rique.  Entre mimÃ©sis et rÃ©alitÃ© (CFP)</title>
		<link>http://agenda.sens-public.org/?p=1985</link>
		<comments>http://agenda.sens-public.org/?p=1985#comments</comments>
		<pubDate>Tue, 28 Feb 2017 14:28:41 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Appels Ã  contribution]]></category>
		<category><![CDATA[Culture numÃ©rique]]></category>

		<guid isPermaLink="false">http://agenda.sens-public.org/?p=1985</guid>
		<description><![CDATA[Dossier Sens public (sens-public.org) sous la direction de Servanne Monjour, Matteo Treleani et Marcello Vitali-Rosati &#160; Dans sa longue notice (auto)biographique publiÃ©e sur Le Tiers livre, FranÃ§ois Bon prÃ©dit en ces termes la fin de sa vie et l&#8217;aboutissement de son Å“uvreÂ : Ã‰volution progressive et dÃ©finitive du site Tiers Livre en arborescence dâ€™oeuvre transmedia et [...]]]></description>
				<content:encoded><![CDATA[<p align="center"><strong>Dossier <i>Sens public </i>(sens-public.org) </strong><br />
<strong> sous la direction de Servanne Monjour, Matteo Treleani et Marcello Vitali-Rosati</strong></p>
<p>&nbsp;</p>
<p>Dans sa longue notice (auto)biographique publiÃ©e sur <em>Le Tiers livre</em>, FranÃ§ois Bon prÃ©dit en ces termes la fin de sa vie et l&#8217;aboutissement de son Å“uvreÂ :</p>
<blockquote><p>Ã‰volution progressive et dÃ©finitive du site Tiers Livre en arborescence dâ€™oeuvre transmedia et prÃ©paration dâ€™un verre sphÃ©rique inaltÃ©rable et indestructible incluant la totalitÃ© de cette oeuvre unique<em>.</em></p>
<p>DÃ©clare dans son dernier billet de blog : â€œJâ€™aurais pu faire ma vie autrement, mais je nâ€™y avais pas pensÃ© avantâ€. Cependant, la rÃ©vÃ©lation que lâ€™auteur habitait depuis de nombreuses annÃ©es dans son site Internet provoque un certain Ã©moi et beaucoup de sensation et dâ€™interrogation dans le monde numÃ©rique et littÃ©raire.</p></blockquote>
<p>Non sans humour, l&#8217;Ã©crivain souligne la fusion qui sâ€™opÃ¨re aujourdâ€™hui entre les espaces numÃ©rique et non numÃ©rique, ou du moins le brouillage constant des frontiÃ¨res entre ce qui relÃ¨ve traditionnellement du Â«Â rÃ©elÂ Â» et de l&#8217;Â«Â imaginaireÂ Â». En vÃ©ritÃ©, ce brouillage nâ€™a rien dâ€™inÃ©dit, aussi dirons-nous que le numÃ©rique permet de rÃ©investir certaines problÃ©matiques ontologiques qui ont traversÃ© lâ€™histoire de la pensÃ©e â€“ en y ajoutant au passage ses propres paradoxes.</p>
<p>Dâ€™un cÃ´tÃ© en effet, la notion de <em>reprÃ©sentation</em> a Ã©tÃ© largement utilisÃ©e pour analyser lâ€™effet de nos Ã©crans numÃ©riques, bien que lâ€™on puisse regretter lâ€™aspect restrictif dâ€™une telle approche qui, essentiellement concentrÃ©e sur la dimension visuelle des mÃ©dias numÃ©riques, occulte tout ce qui se trouve du cÃ´tÃ© des pratiques â€“ lâ€™analyse du concept dâ€™interface, proposÃ©e par Alexander Galloway permet dâ€™ailleurs dâ€™y remÃ©dier (Galloway, 2012). Dâ€™un autre cÃ´tÃ©, le terme Â«Â rÃ©alitÃ©Â Â» (augmentÃ©e ou virtuelle) nâ€™a cessÃ© dâ€™Ãªtre convoquÃ© afin de dÃ©finir le statut des mondes numÃ©riques â€“ lâ€™adjectif Â«Â virtuelÂ Â» ayant alors pour fonction dâ€™affirmer une progressive perte de la matÃ©rialitÃ© du rapport avec l&#8217;espace dit rÃ©el (Serres 1994, Koepsell 2000, Virilio 1996). Aujourdâ€™hui enfin, de plus en plus de chercheurs sâ€™accordent Ã  dire que nous vivons dans un espace hybride (Beaude 2012, Vitali-Rosati, 2012, Floridi 2014), oÃ¹ les distinctions entre rÃ©el et numÃ©rique nâ€™ont plus de sensâ€¦</p>
<p>Dans ce contexte, les narrations transmÃ©dia sâ€™emploient elles aussi Ã  repousser les frontiÃ¨res entre mondes fictionnels et monde(s) rÃ©el(s), en sâ€™appuyant notamment lâ€™engagement des spectateurs (Jenkins, 2008). Les produits en rÃ©alitÃ© augmentÃ©e mÃ©langent dÃ©sormais la vision du monde qui nous entoure avec des Ã©lÃ©ments ludiques ou issus de la fiction. Le statut de ces nouvelles narrations est complexe : comment qualifier les tweets de Clara Beaudoux dans son <em>Madeleine project</em>, ou ceux de Guillaume Vissac dans <em>Accident de personne</em> ? Comment dÃ©crire le projet tentaculaire qui se construit depuis prÃ¨s de 20 ans autour du GÃ©nÃ©ral Instin, investissant l&#8217;espace web autant que l&#8217;espace urbain ? S&#8217;agit-il d&#8217;Ã©criture documentaire, journalistique ou fictive ? Cette question est-elle encore seulement pertinente ? Quel est le statut de produits comme le jeu <em>Pokemon Go</em> ou les <em><i>Street view trek</i> </em>proposÃ©s par Google ?</p>
<p>Si le brouillage des frontiÃ¨res ontologiques est devenu un caractÃ¨re constitutif du numÃ©rique, il nâ€™en soulÃ¨ve pas moins de nombreuses questions : peut-on vÃ©ritablement dÃ©clarer que les notions de reprÃ©sentation, de rÃ©el, ou de virtuel sont dÃ©finitivement pÃ©rimÃ©esÂ ? Ou faudrait-il, au contraire, rÃ©affirmer leur intÃ©rÃªt et leur pertinence, du moins dâ€™un point de vue heuristique ? Peut-on parler dâ€™une problÃ©matique Â«Â ontologiqueÂ Â» dans la culture numÃ©rique ou s&#8217;agit-il dâ€™une querelle de motsÂ ?</p>
<p>Ce dossier se conÃ§oit comme un champ d&#8217;exploration de ces problÃ©matiques, dans une perspective rÃ©solument interdisciplinaire, accueillant tout autant la philosophie, lâ€™esthÃ©tique, les Ã©tudes littÃ©raires, la sÃ©miologie, la sociologie ou les sciences de lâ€™information et de la communication. Des arts numÃ©riques Ã  la littÃ©rature hypermÃ©diatique, en passant par les web documentaires et les jeux vidÃ©o, de nombreux domaines permettent en effet dâ€™investiguer ces dichotomies apparemment pÃ©rilleuses entre reprÃ©sentation et rÃ©alitÃ©, rÃ©el et imaginaire, fiction et documentaireâ€¦ Parmi les sujets traitÃ©s, pourront notamment figurer (Ã  titre indicatif)Â :</p>
<p>-Â Â Â  le rapport entre espace numÃ©rique et espace non numÃ©rique</p>
<p>-Â Â Â  les rÃ©cits de soi</p>
<p>-Â Â Â  les crÃ©ations en rÃ©alitÃ© virtuelle</p>
<p>-Â Â Â  la rÃ©alitÃ© augmentÃ©e</p>
<p>-Â Â Â  les interactions entre jeux vidÃ©os et monde rÃ©el</p>
<p>-Â Â Â  le rÃ´le documentaire des produits numÃ©riques (web documentaires, web-sÃ©riesâ€¦)</p>
<p>-Â Â Â  les rÃ©cits transmÃ©dia et lâ€™engagement des publics</p>
<p>-Â Â Â  l&#8217;emploi du web sÃ©mantique ou des objets Ã  des fins crÃ©atives</p>
<p>-Â Â Â  l&#8217;actualitÃ© du concept de mimesis</p>
<p>-Â Â Â  les enjeux du concept de vÃ©ritÃ© Ã  l&#8217;Ã©poque du numÃ©rique</p>
<p>Les textes, compris entre 35 000 Ã  60 000 signes (illustrations bienvenues), doivent Ãªtre adressÃ©s Ã  la rÃ©daction de <i>Sens public</i> (<a href="mailto:redaction@sens-public.org">redaction@sens-public.org</a>).</p>
<p>&nbsp;</p>
<p><strong>Â CALENDRIER :</strong></p>
<p>-Â Â Â  1er juillet : remise des textes</p>
<p>-Â Â Â  31 aoÃ»t : avis d&#8217;acceptation</p>
<p>-Â Â Â  1er octobre : publication du dossier</p>
<p>&nbsp;</p>
<p><strong>BIBLIOGRAPHIEÂ :</strong></p>
<p>Aristote, <i>PoÃ©tique</i>, Paris, Le Livre de Poche, 1990.</p>
<p>Auerbach, Erich, <i>MimÃ©sisâ€¯: la reprÃ©sentation de la rÃ©alitÃ© dans la littÃ©rature occidentale</i>, Paris, Gallimard, 1977.</p>
<p>Beaude, Boris, <i>Internet. Changer lâ€™espace, changer la sociÃ©tÃ©</i>, Limoges, FYP Ã©ditions, 2012.</p>
<p>Bolter, Jay-David &amp; Richard Grusin, <i>Remediation. Understanding New Media</i>, Cambridge, Mass.,<i> </i>MIT Press, 1999.</p>
<p>Bon, FranÃ§ois, <i>AprÃ¨s le livre</i>, Paris, Seuil, 2011.</p>
<p>Bunia, Remigius, Â«Â Diegesis and Representation: Beyond the Fictional World, on the Margins of Story and NarrativeÂ Â». <i>Poetics Today</i> 31, n<sup>o</sup> 4 (1 dÃ©cembre 2010), p. 679â€‘720.</p>
<p>Cassou-Nogues, Pierre, <i>Mon zombie et moi. La philosophie comme fiction</i>, Paris, Seuil, 2010.</p>
<p>Floridi, Luciano, <i>The 4th revolution: how the infosphere is reshaping human reality</i>, New York, Oxford, Oxford University Press, 2014.</p>
<p>Fourmentraux, Jean-Paul (dir.), <i>Digital Stories</i>. <i>Art, design et culture transmÃ©dia,</i> Paris, Hermann, 2016.</p>
<p>Galloway, Alexander R., <i>The Interface Effect</i>. Cambridge,UK ; Malden MA, Polity, 2012.</p>
<p>Jenkins, Henry, <i>Convergence Culture: Where Old and New Media Collide</i>,Â  New York, NYU Press, 2008.</p>
<p>Koepsell, David R., <i>The Ontology of Cyberspace: Philosophy, Law, and the Future of Intellectual Property</i>, Chicago, Il, Open Court Publishing, 2003.</p>
<p>Larsonneur, Claire, Arnaud Regnauld, Pierre Cassou-Nogues, Sara Touiza<i>, Le sujet digital</i>, Dijo, Presses du rÃ©el, 2015.</p>
<p>Lavocat, FranÃ§ois, <i>Fait et fiction: pour une frontiÃ¨re</i>, Paris, Seuil, 2016.</p>
<p>LÃ©vy, Pierre, <i>Quâ€™est-ce que le virtuel ?</i>, Paris, La dÃ©couverte, 1998.</p>
<p>Manovich, Lev, <i>The Language of New Media</i>, Cambridge, Mass.,<i> </i>MIT Press, 2001.</p>
<p>Monjour, Servanne, Marcello Vitali-Rosati et GÃ©rard Wormser, Â«Â Le fait littÃ©raire au temps du numÃ©rique. Pour une ontologie de lâ€™imaginaireÂ Â», <i>Sens Public</i>, dÃ©cembre 2016.</p>
<p>Orlando, Francesco, <i>Les objets dÃ©suets dans lâ€™imagination littÃ©raire</i>, Paris, Classiques Garnier, 2013.</p>
<p>Platon, <i>La RÃ©publique</i>, Paris, Flammarion, 2002.</p>
<p>Rodionoff, Anolga, <i>Les territoires saisis par le virtuel</i>, Rennes, PUR, 2012.</p>
<p>Ruffel, Lionel, <i>Brouhaha, les mondes du contemporain</i>, Lagrasse, Verdier, 2016.</p>
<p>Serres, Michel, <i>Atlas. le Grand livre du mois</i>, Paris, Flammarion, 1994.</p>
<p>Sartre, Jean-Paul, <i>Lâ€™imaginaire</i>, Paris, Gallimard, 1940.</p>
<p>Vitali-Rosati, Marcello, Â«Â What Is Editorializationâ€¯?Â Â» <i>Sens Public</i>, 4 janvier 2016.</p>
<p>Virilio, Paul, <i>Cybermonde, la politique du pire</i>, Paris, Textuel, 2010.</p>
<p>Vial, StÃ©phane, <i>Lâ€™Ãªtre et lâ€™Ã©cran, </i>Paris, PUF, 2013.</p>
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		<title>Appel Ã  contributions : &#8220;Ã‰critures numÃ©riques et Ã©ditorialisation&#8221; (limite: mai 2014)</title>
		<link>http://agenda.sens-public.org/?p=1478</link>
		<comments>http://agenda.sens-public.org/?p=1478#comments</comments>
		<pubDate>Mon, 11 Nov 2013 15:28:35 +0000</pubDate>
		<dc:creator>cdely</dc:creator>
				<category><![CDATA[Appels Ã  contribution]]></category>
		<category><![CDATA[Culture numÃ©rique]]></category>
		<category><![CDATA[SÃ©minaire Sens Public]]></category>

		<guid isPermaLink="false">http://agenda.sens-public.org/?p=1478</guid>
		<description><![CDATA[ParallÃ¨lement au sÃ©minaire Sens Public &#8220;Ã‰critures numÃ©riques et Ã©ditorialisation&#8221; organisÃ© en partenariat avec l&#8217;IRI, qui se tient mensuellement, en duplex, au Centre Pompidou de Paris et Ã  l&#8217;UniversitÃ© de MontrÃ©al, autre partenaire avec la MSH Paris-Nord, la revue internationale Sens Public ouvre un dossier Ã©ditorial sur les questions de l&#8217;Ã©criture numÃ©rique et de leur Ã©ditorialisation. [...]]]></description>
				<content:encoded><![CDATA[<p>ParallÃ¨lement au <a href="http://seminaire.sens-public.org">sÃ©minaire Sens Public &#8220;Ã‰critures numÃ©riques et Ã©ditorialisation&#8221; </a>organisÃ© en partenariat avec l&#8217;IRI, qui se tient mensuellement, en duplex, au Centre Pompidou de Paris et Ã  l&#8217;UniversitÃ© de MontrÃ©al, autre partenaire avec la MSH Paris-Nord, la revue internationale Sens Public ouvre un dossier Ã©ditorial sur les questions de l&#8217;Ã©criture numÃ©rique et de leur Ã©ditorialisation.</p>
<p><strong>Argument</strong></p>
<p>Les technologies numÃ©riques ont profondÃ©ment changÃ© notre culture. Il ne s&#8217;agit pas simplement de nouveaux outils mis Ã  notre disposition : les pratiques numÃ©riques ont modifiÃ© notre faÃ§on d&#8217;habiter le monde. L&#8217;analyse du monde numÃ©rique doit donc Ãªtre en premier lieu une rÃ©flexion sur la culture numÃ©rique et non seulement sur les outils. Pareillement, avec le changement des supports, des modalitÃ©s de publication, des mÃ©canismes de visibilitÃ©, d&#8217;accessibilitÃ© et de circulation des contenus, c&#8217;est l&#8217;ensemble de notre rapport au savoir qui se trouve remis en question.</p>
<p>En particulier, dans l&#8217;espace d&#8217;action qu&#8217;est aujourd&#8217;hui Internet, l&#8217;Ã©criture occupe une place centrale. L&#8217;espace du web est un espace d&#8217;Ã©criture. Interroger les pratiques d&#8217;Ã©criture Ã  l&#8217;Ã¨re numÃ©rique devient donc fondamental. Qu&#8217;est-ce qu&#8217;Ã©crire ? Quelles sont aujourd&#8217;hui les modalitÃ©s de l&#8217;Ã©criture ? Quels sont les dispositifs de structuration et d&#8217;agencement des contenus en ligne ? Que devient l&#8217;auteur ? Quels modÃ¨les Ã©conomiques faut-il imaginer ?</p>
<p><strong>Dossier Ã©ditorial</strong></p>
<p>Comprenant trois espaces apparentÃ©s et distincts, le dossier est ouvert Ã :</p>
<p>1) <strong>Des travaux thÃ©oriques</strong> portant largement sur l&#8217;Ã©criture et le numÃ©rique &#8211; ces articles de rÃ©flexion et de recherche peuvent aborder des questions diverses telles que la littÃ©rature sur Internet, le multimÃ©dia, le rapport de la temporalitÃ© et de l&#8217;Ã©criture, les nouvelles modalitÃ©s de lecture et d&#8217;Ã©criture, la fiction, l&#8217;auteur, les nouveaux rÃ©seaux d&#8217;Ã©dition, les nouveaux supports&#8230; Ã  titre d&#8217;indication et pour exemple.</p>
<p>2) <strong>Des Å“uvres crÃ©atives</strong> &#8211; cet espace crÃ©atif et artistique prÃ©sentera des Å“uvres originales, individuelles ou collectives, produites Ã  l&#8217;aide des outils numÃ©riques afin d&#8217;en illustrer l&#8217;usage dans le domaine de la crÃ©ation.</p>
<p>3) <strong>Des Ã©tudes sur les questions de gouvernance</strong> &#8211; cet espace actualisera les rÃ©flexions contemporaines portant sur les questions Ã©conomiques (par exemple la gratuitÃ© de contenus Ã©ditoriaux sur Internet, la question de leur financement, la concurrence des grands sites de vente tels qu&#8217;Amazon, le positionnement de Google&#8230;), sur les droits d&#8217;auteurs, sur l&#8217;Ã©thique du Web (en rapport avec le flux commercial sur Internet ou la frontiÃ¨re du public et du privÃ©), parmi d&#8217;autres possibles.</p>
<p>Ã‰ditÃ©es sur la revue en ligne Sens Public, les propositions sont attendues <strong>jusqu&#8217;Ã  mai 2014</strong>. Les travaux seront publiÃ©s entre le mois de dÃ©cembre et le mois de juin, aprÃ¨s soumission au ComitÃ© de lecture du dossier.</p>
<p>Contact et rÃ©ception des textes : <a href="mailto:carole.dely@sens-public.org">Carole Dely &#8211; carole.dely@sens-public.org<br />
</a></p>
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		<title>Appels Ã  contributions : Peut-on regarder MÃ©duse ?</title>
		<link>http://agenda.sens-public.org/?p=1384</link>
		<comments>http://agenda.sens-public.org/?p=1384#comments</comments>
		<pubDate>Sat, 01 Sep 2012 16:03:22 +0000</pubDate>
		<dc:creator>abelleville</dc:creator>
				<category><![CDATA[Appels Ã  contribution]]></category>

		<guid isPermaLink="false">http://agenda.sens-public.org/?p=1384</guid>
		<description><![CDATA[La revue de littÃ©rature et dâ€™arts modernes MuseMedusa lance un appel Ã  contributions pour son premier dossier consacrÃ© Ã  lâ€™une des figures mythiques les plus fÃ©condes dans le domaine de lâ€™art et de la littÃ©rature, la MÃ©duse. CrÃ©atures malfaisantes dâ€™allure monstrueuse, les Gorgones incarnent dans lâ€™imaginaire culturel occidental le pouvoir mortifÃ¨re confÃ©rÃ© au regard pÃ©trifiant [...]]]></description>
				<content:encoded><![CDATA[<p>La revue de littÃ©rature et dâ€™arts modernes <em>MuseMedusa</em> lance un appel Ã  contributions pour son premier dossier consacrÃ© Ã   lâ€™une des figures mythiques les plus fÃ©condes dans le domaine de lâ€™art  et de la littÃ©rature, la MÃ©duse.</p>
<p style="text-align: justify;">CrÃ©atures malfaisantes dâ€™allure  monstrueuse, les Gorgones incarnent dans lâ€™imaginaire culturel  occidental le pouvoir mortifÃ¨re confÃ©rÃ© au regard pÃ©trifiant de  certaines femmes. PersÃ©e, le hÃ©ros, sut comment sâ€™approprier cette  puissance du fÃ©minin en tranchant la tÃªte de MÃ©duse, la plus dangereuse  des Gorgones mais aussi la seule mortelle des trois sÅ“urs, lâ€™offrant Ã   AthÃ©na qui en para son bouclier afin de conserver le redoutable pouvoir  de MÃ©duse. Cette force fÃ©minine Ã  domestiquer nâ€™a pas cessÃ© de se  renouveler en dÃ©pit de toutes les tentatives qui ont Ã©tÃ© menÃ©es pour  lâ€™anÃ©antir. Semblable Ã  une hydre de Lerne quâ€™Hercule tua, MÃ©duse a la  capacitÃ© de se rÃ©gÃ©nÃ©rer symboliquement de ses mises Ã  mort. Dans les  textes anciens et Ã  travers lâ€™histoire culturelle, MÃ©duse a pris  diffÃ©rents traits et continue de narguer tous les PersÃ©e.</p>
<p style="text-align: justify;">Lâ€™ambivalence semble Ãªtre ce qui  sous-tend le rapport que lâ€™art et la littÃ©rature peuvent entretenir Ã   MÃ©duse. Ce fÃ©minin menaÃ§ant reste malgrÃ© tout un objet de fascination.  La tÃªte coupÃ©e de MÃ©duse, figuration de lâ€™organe fÃ©minin, inspire Ã   Freud son interprÃ©tation de la figure myth(olog)ique comme symbole de la  castration. Proust Ã©crit dans <em>Sodome et Gomorrhe : </em>Â«Â Quand je  ne suivais que mon instinct, la mÃ©duse me rÃ©pugnait Ã  Balbec ; mais si  je savais la regarder, comme Michelet, du point de vue de lâ€™histoire  naturelle et de lâ€™esthÃ©tique, je voyais une dÃ©licieuse girandole dâ€™azur  Â». Si jusquâ€™Ã  la fin du XIX<sup>e</sup> siÃ¨cle, le mythe de MÃ©duse nâ€™est repris que ponctuellement (dans lâ€™opÃ©ra <em>PersÃ©e</em> de Lully ou la peinture romantique <em>Le radeau de la MÃ©duse</em> de GÃ©ricault, par exemple), nombreux sont les exemples tÃ©moignant du  double mouvement de fascination et de rÃ©pulsion qui anime les crÃ©ateurs  du tournant du siÃ¨cle Ã  nos jours. Il suffit de penser aux <em>Forces du mal et les trois Gorgones</em> de Klimt, Ã  <em>PersÃ©e</em> de DalÃ­, Ã  <em>Mrs. Edward Mayer</em> <em>as Medusa</em> de Madame Yveonde, Ã  <em>Medusa Head</em> de Keith Haring dans les arts visuelsÂ ; au poÃ¨me Â«Â MedusaÂ Â» de Sylvia Plath, au Â«Â Rire de la MÃ©duseÂ Â» dâ€™HÃ©lÃ¨ne Cixous, Ã  <em>Lâ€™enfant MÃ©duse</em> de Sylvie Germain, au <em>Nom sur le bout de la langue</em> suivi de <em>Petit traitÃ© sur MÃ©duse</em> de Pascal Quignard, Ã  <em>La danse de la MÃ©duse</em> de Laurence Prudâ€™homme dans le domaine littÃ©raire ; au tout dernier film de Tim Burton, <em>Dark Shadows </em>; Ã  la performance <em>Ã‰tude documentaireÂ : la tÃªte de MÃ©duse</em> dâ€™Orlan ou Ã  la chorÃ©graphie <em>MÃ©duse ou la tÃªte de Gorg</em><em>Ã´</em> de Guylaine Savoie.</p>
<p style="text-align: justify;">Face Ã  lâ€™effroi, Ã  la panique voire Ã  la  paralysie, la question sâ€™imposeÂ : comment regarder MÃ©duseÂ ? Est-il  possible dâ€™affronter son regardÂ ? Dâ€™autres questions surgissentÂ : Ã   quelles reprÃ©sentations MÃ©duse a-t-elle donnÃ© naissance depuis la  modernitÃ© Ã  aujourdâ€™hui, comment nourrit-elle les Å“uvres littÃ©raires et  artistiques ? Quel est son pouvoir Ã  signifier Ã  diffÃ©rents moments de  lâ€™histoire culturelleÂ ? Ã€ quelle fin les crÃ©ateurs et les crÃ©atrices  usent-ils du mytheÂ de MÃ©duse, par quels moyens le dÃ©placent-ils ?  Comment aborder un fÃ©minin perÃ§u comme terrifiant, repoussant, Ã Â la fois  diabolique et sublime ? Câ€™est Ã  lâ€™exploration de ces pistes de  rÃ©flexion et de bien dâ€™autres que convie le premier numÃ©ro de la revue.</p>
<p style="text-align: center;">Contributions (30 000 Ã  40 000 signes, espaces compris) Ã  envoyer au plus tard</p>
<p style="text-align: center;"><strong>le 1<sup>er</sup> avril 2013</strong></p>
<p style="text-align: center;">Ã Â <a href="mailto:catherine.mavrikakis@umontreal.ca">Catherine Mavrikakis</a> et <a href="mailto:andrea.oberhuber@umontreal.ca">Andrea Oberhuber</a></p>
<p style="text-align: left;">Plus d&#8217;informations sur le site <a href="http://musemedusa.com/annonce/appels-a-contributions/">http://musemedusa.com/annonce/appels-a-contributions/</a></p>
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		<title>Appel Ã  contribution pour la seconde ConfÃ©rence du Forum balkanique en sociologie (9 et 10 novembre 2012)</title>
		<link>http://agenda.sens-public.org/?p=1374</link>
		<comments>http://agenda.sens-public.org/?p=1374#comments</comments>
		<pubDate>Tue, 15 May 2012 13:30:02 +0000</pubDate>
		<dc:creator>abelleville</dc:creator>
				<category><![CDATA[Appels Ã  contribution]]></category>

		<guid isPermaLink="false">http://agenda.sens-public.org/?p=1374</guid>
		<description><![CDATA[Date : 9 au 10 novembre 2012 Lieu : Sofia (Bulgarie) La ConfÃ©rence est organisÃ©e par le Forum balkanique en sociologie et l&#8217;Association bulgare en sociologie et soutenue par l&#8217;Association internationale de sociologie. Elle aura lieu en parallÃ¨le avec le 13Ã¨ CongrÃ¨s de l&#8217;Association bulgare de sociologie. Cliquer ici pour plus d&#8217;informations.]]></description>
				<content:encoded><![CDATA[<p><strong>Date : </strong><span id="result_box" lang="fr"><span class="hps">9 au 10 novembre 2012</span></span></p>
<p><span lang="fr"><span class="hps"><strong>Lieu : </strong>Sofia (Bulgarie)<br />
</span></span></p>
<p><span id="result_box" lang="fr"><span class="hps">La ConfÃ©rence</span> <span class="hps">est</span> <span class="hps">organisÃ©e par le Forum</span> <span class="hps">balkanique en</span> <span class="hps">sociologie</span> <span class="hps">et l&#8217;Association bulgare en sociologie</span> <span class="hps">et soutenue par</span> <span class="hps">l&#8217;Association</span> <span class="hps">internationale de sociologie</span><span>.</span> <span class="hps">Elle</span><span class="hps"> aura lieu</span> <span class="hps">en parallÃ¨le</span> <span class="hps">avec le 13Ã¨ CongrÃ¨s</span> <span class="hps">de l&#8217;Association bulgare</span> <span class="hps">de sociologie.</span></span></p>
<p><span lang="fr"><a href="http://agenda.sens-public.org/wp-content/uploads/2012/05/call-for-proposals-second-bsf-conference-sofia-bulgaria.pdf">Cliquer ici pour plus d&#8217;informations.</a><br />
</span></p>
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		<title>Appel Ã  contribution pour le colloque : &#8220;Le sport : de sa diffusion globale Ã  ses pratiques locales&#8221; (21 et 22 juin 2012)</title>
		<link>http://agenda.sens-public.org/?p=1317</link>
		<comments>http://agenda.sens-public.org/?p=1317#comments</comments>
		<pubDate>Thu, 12 Apr 2012 17:04:47 +0000</pubDate>
		<dc:creator>abelleville</dc:creator>
				<category><![CDATA[Appels Ã  contribution]]></category>

		<guid isPermaLink="false">http://agenda.sens-public.org/?p=1317</guid>
		<description><![CDATA[Date : jeudi 21 et vendredi 22 juin 2012 Lieu : UniversitÃ© Paris Descartes &#8211; UFR STAPS &#8211; 1 rue Lacretelle &#8211; 75015 Paris Pour soumettre une proposition, envoyez un rÃ©sumÃ© de 2000 signes environ Ã  lâ€™adresse mail ci-dessous pour le 21 mai au plus tard :Â  sport.localglobal@gmail.com ENTRÃ‰E LIBRE POUR LES AUDITEURS. Participation au [...]]]></description>
				<content:encoded><![CDATA[<p style="text-align: center;"><img class="aligncenter" 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" alt="" width="348" height="280" /></p>
<p style="text-align: left;"><strong>Date : </strong>jeudi 21 et vendredi 22 juin 2012</p>
<p style="text-align: left;"><strong>Lieu : </strong>UniversitÃ© Paris Descartes &#8211; UFR STAPS &#8211; 1 rue Lacretelle &#8211; 75015 Paris</p>
<p style="text-align: left;">Pour soumettre une proposition, envoyez un rÃ©sumÃ© de 2000 signes environ Ã  lâ€™adresse mail ci-dessous pour le <span style="text-decoration: underline;">21 mai</span> au plus tard :Â  sport.localglobal@gmail.com</p>
<p style="text-align: left;">ENTRÃ‰E LIBRE POUR LES AUDITEURS.</p>
<p style="text-align: left;"><span style="text-decoration: underline;">Participation au colloque :</span> gratuit pour les doctorants, 20 Euros pour les docteurs et 80 Euros pour les enseignants-chercheurs.</p>
<p style="text-align: left;"><span style="text-decoration: underline;">Colloque organisÃ© par :</span><br />
<strong>David Sudre</strong> : davidsudre@hotmail.com<br />
<strong>MylÃ¨ne Douet GuÃ©rin</strong> : mylenedo@hotmail.com<br />
<strong>Matthieu Genty</strong> : matthieu.genty@gmail.com<br />
<strong>Diane Debeauquesne</strong> : dianedebeauquesne@hotmail.com</p>
<p><a href="http://agenda.sens-public.org/wp-content/uploads/2012/04/appel-a-contribution_colloque_global-local-sport.pdf">Plus d&#8217;information en cliquant ici.</a></p>
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