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	<title>Carnet de la NRT</title>
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	<link>http://nrt.hypotheses.org</link>
	<description>La Nouvelle Revue du Travail - n°1 à paraître à l&#039;automne 2012</description>
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		<title>Parution : Le stage. Formation ou exploitation ?</title>
		<link>http://nrt.hypotheses.org/438</link>
		<comments>http://nrt.hypotheses.org/438#comments</comments>
		<pubDate>Sun, 16 Jun 2013 21:52:46 +0000</pubDate>
		<dc:creator>webmestre</dc:creator>
				<category><![CDATA[Ouvrages reçus]]></category>
		<category><![CDATA[exploitation]]></category>
		<category><![CDATA[formation]]></category>
		<category><![CDATA[stage]]></category>
		<category><![CDATA[stagiaire]]></category>

		<guid isPermaLink="false">http://nrt.hypotheses.org/?p=438</guid>
		<description><![CDATA[V. de Briant, D. Glaymann (Dir.), Le stage. Formation ou exploitation ? Presses Universitaires de Rennes. Ouvrage collectif à paraître en juin 2013. Le stage est devenu aujourd’hui une étape incontournable des parcours de formation et une condition d’obtention de la plupart des diplômes de l’enseignement supérieur. Un tel essor intéresse nombre d’acteurs de la formation et de l’emploi, mais aussi de chercheurs dans de nombreuses disciplines. Tel qu’il fonctionne et se multiplie, le stage pose en effet différents problèmes, parmi lesquels : Quels sont les potentialités et les risques des stages ? Quels critères permettraient de distinguer les &#8220;bons&#8221; stages des &#8220;mauvais&#8221; ? [...]]]></description>
				<content:encoded><![CDATA[<p>V. de Briant, D. Glaymann (Dir.), <em>Le stage. Formation ou exploitation ?</em><br />
Presses Universitaires de Rennes.<br />
Ouvrage collectif à paraître en juin 2013.</p>
<p><img class="alignright size-medium wp-image-439" alt="Le stage, formation ou exploitation ? sous la direction de Vincent DE BRIANT et Dominique GLAYMANN, Presses Universitaires de Rennes, juin 2013." src="http://f.hypotheses.org/wp-content/blogs.dir/319/files/2013/06/lestage-183x300.jpg" width="183" height="300" /></p>
<p>Le stage est devenu aujourd’hui une étape incontournable des parcours de formation et une condition d’obtention de la plupart des diplômes de l’enseignement supérieur. Un tel essor intéresse nombre d’acteurs de la formation et de l’emploi, mais aussi de chercheurs dans de nombreuses disciplines. Tel qu’il fonctionne et se multiplie, le stage pose en effet différents problèmes, parmi lesquels : Quels sont les potentialités et les risques des stages ? Quels critères permettraient de distinguer les &#8220;bons&#8221; stages des &#8220;mauvais&#8221; ? Quelle gouvernance des stages doit-on envisager pour un maîtriser l’usage ? Quelle place accorder au stage et au rapport de stage dans la formation, la professionnalisation et la validation des diplômes ? Comment optimiser le tutorat des stagiaires ? C’est à ces questions et à quelques autres qu’entend répondre cet ouvrage.<br />
<span id="more-438"></span></p>
<p>Mêlant réflexions théoriques, retours d’expérience et témoignages concrets, ce volume a l’ambition d’ouvrir le débat sur les stages en posant sans tabou des questions parfois dérangeantes, mais aussi de poser les jalons d’une &#8220;bonne gouvernance&#8221; des stages au triple point de vue des organisations accueillant les stages, des stagiaires eux-mêmes et de leurs organismes de formation.</p>
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		<item>
		<title>La Nouvelle Revue du Travail cherche son/sa secrétaire d&#8217;édition/rédaction/lodélisation</title>
		<link>http://nrt.hypotheses.org/431</link>
		<comments>http://nrt.hypotheses.org/431#comments</comments>
		<pubDate>Mon, 10 Jun 2013 22:05:03 +0000</pubDate>
		<dc:creator>webmestre</dc:creator>
				<category><![CDATA[Actualités / News]]></category>

		<guid isPermaLink="false">http://nrt.hypotheses.org/?p=431</guid>
		<description><![CDATA[La fonction se décompose en 3 grandes sous-fonctions : 1- Secrétariat de rédaction proprement dit Le travail consiste à gérer la réception des articles proposés, leur anonymisation et leur envoi aux membres du Comité de rédaction concernés, la réception des évaluations, leur anonymisation et leur envoi aux auteurs, de même pour les versions 2 et 3 s&#8217;il y a lieu ; à participer aux réunions du CR (tous les 2 mois pour l’instant) ; à publier, sur le carnet nrt.hypotheses.org, les appels à contribution (ainsi [...]]]></description>
				<content:encoded><![CDATA[<p><a href="http://f.hypotheses.org/wp-content/blogs.dir/319/files/2013/04/nrt2couverture.png"><img class="alignright size-full wp-image-410" alt="La Nouvelle Revue du Travail n°2 | mars 2013" src="http://f.hypotheses.org/wp-content/blogs.dir/319/files/2013/04/nrt2couverture.png" width="166" height="250" /></a>La fonction se décompose en 3 grandes sous-fonctions :</p>
<h1>1- Secrétariat de rédaction proprement dit</h1>
<p>Le travail consiste à gérer la réception des articles proposés, leur anonymisation et leur envoi aux membres du Comité de rédaction concernés, la réception des évaluations, leur anonymisation et leur envoi aux auteurs, de même pour les versions 2 et 3 s&#8217;il y a lieu ; à participer aux réunions du CR (tous les 2 mois pour l’instant) ; à publier, sur le carnet nrt.hypotheses.org, les appels à contribution (ainsi que sur calenda) ; à publier sur le carnet les fiches de présentation des ouvrages reçus par la rédaction (pour recension).<span id="more-431"></span></p>
<h1>2 – Corrections et relecture des articles</h1>
<p>Correction grammaticale, orthographique, typographique, etc. nécessitant une connaissance approfondie des règles éditoriales professionnelles (citations, bibliographie, notes de bas de page&#8230;). Mise en page, harmonisation des titres et sous-titres, présentation en général, insertion éventuelle de médias.</p>
<h1>3 – Stylage et mise en ligne</h1>
<p>La Nouvelle Revue du Travail est publiée sur <a href="http://nrt.revues.org">nrt.revues.org</a>. Il s&#8217;agit donc de styler les articles de manière rigoureuse et de charger sur le site les articles et recensions, en créant l&#8217;arborescence de chaque numéro. Il s&#8217;agit aussi de mettre à jour les pages génériques de la revue.</p>
<h1>NB.</h1>
<p>Il y aurait une 4<sup>e</sup> fonction que l’on pourrait dénommer « veille technique et stratégique » qui consiste à suivre les évolutions techniques pour assurer une diffusion toujours plus grande (voire tresser des liens à l’international pour faire participer les correspondants) à cette revue qui a choisi d&#8217;emblée l&#8217;accès libre intégral et immédiat.</p>
<h1>Conditions</h1>
<p>La rémunération se fait par facture de prestation de service (auto-entreprise).</p>
<p>Les réunions du Comité de rédaction ont lieu à Paris.</p>
<p>Prise de fonction : immédiate (préparation du numéro 3 à paraître en octobre 2013).</p>
<h2>Envoyer un CV (ou un lien vers un CV en ligne) et une lettre de motivation à nrtravail@gmail.com.</h2>
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		<title>Appel à articles NRT : Travail indépendant, travail salarié : Les frontières en question</title>
		<link>http://nrt.hypotheses.org/425</link>
		<comments>http://nrt.hypotheses.org/425#comments</comments>
		<pubDate>Sun, 14 Apr 2013 20:08:59 +0000</pubDate>
		<dc:creator>nrt</dc:creator>
				<category><![CDATA[Appels à contribution]]></category>
		<category><![CDATA[emploi]]></category>
		<category><![CDATA[salariat]]></category>
		<category><![CDATA[trajectoires]]></category>
		<category><![CDATA[travail]]></category>
		<category><![CDATA[travail indépendant]]></category>

		<guid isPermaLink="false">http://nrt.hypotheses.org/?p=425</guid>
		<description><![CDATA[Appel à articles pour La Nouvelle Revue du Travail Rubrique Corpus du n° 5, automne 2014 Dossier coordonné par Sophie Bernard et Marnix Dressen Date limite de soumission : 1er décembre 2013 L’observation du développement du salariat en France au XIXe siècle montre une ligne floue de démarcation entre indépendance et salariat. Les passages d’un statut à l’autre étaient fréquents. Dans différentes activités, patrons et ouvriers partageaient des conditions de travail communes, nourrissaient une certaine proximité au sein des petites entreprises qui dominaient le paysage [...]]]></description>
				<content:encoded><![CDATA[<p><img class="alignright size-full wp-image-351" alt="La Nouvelle Revue du Travail" src="http://f.hypotheses.org/wp-content/blogs.dir/319/files/2011/01/NRT_B_noir_petit.jpg" width="99" height="82" />Appel à articles pour <em>La Nouvelle Revue du Travail</em></p>
<p>Rubrique Corpus du n° 5, automne 2014</p>
<p>Dossier coordonné par Sophie Bernard et Marnix Dressen</p>
<p>Date limite de soumission : 1<sup>er</sup> décembre 2013</p>
<p>L’observation du développement du salariat en France au XIX<sup>e</sup> siècle montre une ligne floue de démarcation entre indépendance et salariat. Les passages d’un statut à l’autre étaient fréquents. Dans différentes activités, patrons et ouvriers partageaient des conditions de travail communes, nourrissaient une certaine proximité au sein des petites entreprises qui dominaient le paysage industriel. Ce n’est que suite au processus de concentration des structures industrielles que la démarcation entre indépendance et salariat s’est précisée. On a alors assisté à une régression continue de la part des patrons de l’industrie et du commerce et, corrélativement, à une extension continue du salariat tout au long des décennies jusqu’à aujourd’hui. Dans la formation sociale française, indépendance et salariat se sont ainsi imposés comme deux statuts bien distincts. Actuellement environ 90% des actifs sont des salariés. Or, depuis les années 1990, la question se pose parfois : les évolutions récentes du travail et de l’emploi ne tendent-elles pas à mettre à nouveau en cause cette opposition binaire ? Ce questionnement sera au cœur de ce dossier de la <i>Nouvelle Revue</i><i> du Travail</i> qui se demandera aussi pourquoi la question revient sur le devant de la scène.<span id="more-425"></span></p>
<p>La porosité entre indépendance et salariat peut ainsi être saisie au travers des trajectoires professionnelles des individus qui semblent de moins en moins rectilignes. En outre, face à l’augmentation du chômage, les pouvoirs publics et parfois les entreprises incitent les chômeurs à « créer leur propre emploi » et développent à cette fin des dispositifs « hybrides » (tels que l’autoentrepreneuriat, les coopératives d’activités, le portage salarial, l’essaimage, etc.) dont le but affiché est de sécuriser les parcours de ceux qui veulent s’engager dans la voie de l’indépendance. Dans la mesure où ils rencontrent un écho, ces dispositifs participent de l’émergence de travailleurs « hybrides », qu’on peut situer dans un entre-deux. Ils ne sont ni salariés, ni indépendants, à l’image des intermittents du spectacle ou de ces salariés qui aux côtés de leur emploi principal peuvent développer une activité de consultant pour les salariés ou de salariés pour les indépendants. Ces dispositifs tendent ainsi à complexifier les parcours professionnels des travailleurs qui multiplient au cours de ceux-ci les statuts d’emploi, voire les cumulent, quand ils ne sont pas au chômage ou occupent un emploi précaire.</p>
<p>Si la porosité entre indépendance et salariat semble poindre sur le plan de l’emploi, elle mérite également d’être examinée sur le plan du travail. Ainsi, l’indépendance et les valeurs auxquelles ce statut est associé paraissent s’imposer au sein des entreprises au travers des injonctions à la responsabilisation et à l’autonomie, et ce au-delà des limites de la population cadre. Le management par objectifs devient prépondérant, chacun devenant dès lors responsable de ses résultats face à sa hiérarchie et face au client, la figure de ce dernier étant sans cesse convoquée comme vecteur de mobilisation des salariés. Les politiques de développement de la part variable dans les rémunérations s’inscrivent dans la même logique.</p>
<p>Les franchissements de frontière entre indépendance et salariat ou la multiactivité indépendante et salariée ne sont pas des faits nouveaux. Que l’on pense par exemple aux médecins qui se partagent entre une activité libérale « de ville » et une activité hospitalière ou encore les universitaires, notamment les juristes, mais aussi les gestionnaires et parfois les sociologues, qui tirent des ressources d’un travail d’indépendant à côté d’autres sources de revenus souvent issues d’un statut de fonctionnaire. Il convient donc de distinguer les activités mixtes et les activités de lisière. S’agissant de ces dernières, ce cloisonnement semble cependant de plus en plus poreux, qu’on l’aborde du point de vue du travail ou de l’emploi. Cependant, des travaux socio-historiques ou comparatifs (on pense à d’autres espaces nationaux dans lesquels le statut de salarié est peut-être moins valorisé qu’en France) tendraient certainement à relativiser cette affirmation et sont donc les bienvenus pour traiter de cette question.</p>
<p>A titre indicatif et de façon non-exhaustive, les questions pouvant être traitées dans ce numéro thématique s’articulent autour des thèmes suivants :</p>
<h2><strong>Approche historique</strong></h2>
<p><strong></strong>La frontière entre indépendance et salariat : Comment indépendance et salariat se sont-ils dissociés  dans notre pays (on pense par exemple aux travaux de R. Castel (1995) ou à ceux d’A. Dewerpe (1996) ?</p>
<h2><strong>Travail et emploi</strong></h2>
<p><strong></strong>Quelle est la nature exacte de la frontière qui sépare les deux statuts ? Est-il vérifiable qu’elle soit de plus en plus poreuse ? Que nous enseignent les évolutions statistiques sur les différentes durées ? Comment l’indépendance et les valeurs dont elle est porteuse (tels que la référence à le figure du client, l’injonction à l’autonomie et à la responsabilité) pénètrent-elles le salariat, et inversement ? Quelles divergences et quelles convergences entre indépendance et salariat ? Les différentes catégories de salariés et d’indépendants ont-ils un rapport au travail, à la hiérarchie, à l’avenir divergent ? Les situations intermédiaires entre les deux statuts (travailleurs en <i>free lance</i>, pigistes, consultants à faible renommée) ne tendent-elles pas à s’accroître ? La multiplication des statuts (autoentrepreneuriat, coopératives, portage salarial, intermittence, etc.) ne remet-elle pas en cause cette frontière ? Et par là même, ne fragilise-t-elle pas le salariat ? Ne s’agit-il pas de salariat déguisé ?</p>
<h2><strong>Trajectoires</strong></h2>
<p><strong></strong>Qu’est ce qui pousse à devenir salarié ou indépendant ? Qu’est-ce qui attire dans le salariat ou l’indépendance ? Comment et pourquoi devient-on travailleur indépendant ? Quel est le poids des hérédités sociales ? N’est ce pas un moyen d’échapper aux discriminations à l’œuvre sur le marché du travail ? De travailleur indépendant, comment et pourquoi devient-on salarié ? Qui sont ceux qui s’engagent dans une voie ou dans l’autre, ou bien encore dans ces statuts intermédiaires précédemment évoqués ? Comment expliquer certains revirements ou allers et retours (comme ces coiffeurs salariés pratiquant la coiffure à domicile) ? Comment s’articulent salariat, indépendance, chômage et précarité ? Trajectoires professionnelles et trajectoires personnelles et familiales ? Quel est l’effet du taux de chômage sur l’attractivité des deux statuts ?</p>
<h2><strong>« Identité pour soi » et « pour autrui » des salariés et des indépendants</strong></h2>
<p><strong></strong>Les statuts sociaux de l’indépendance et du salariat : De quelles manières sont actuellement perçus les statuts de salarié ou d’indépendant par eux-mêmes et par ceux qui ne partagent pas le même statut (regards croisés) ? Sont-ils valorisés ou dénigrés ? En fonction de quels critères ? Est-il exact que le salariat a le sentiment de bénéficier de protections significatives en contrepartie d’une dépendance ? Ces perceptions sont-elles différentes en fonction des variables sociales telles que le genre, l’âge, la place dans la stratification sociale, l’origine sociale, religieuse et ethnique, etc. ? Constate-t-on une transformation de ces représentations au cours du temps ? Que nous indiquent les enquêtes quantitatives sur ce plan ?</p>
<h2><strong>Approche juridique</strong></h2>
<p><strong></strong>Que disent les juristes (on pense par exemple aux travaux d’A. Supiot ou d’E. Serverin) et dans quel sens pèse la jurisprudence en matière de « requalification » des contrats de travail ?</p>
<h2><strong>Spécificités nationales</strong></h2>
<p><strong></strong>Dans quelle mesure les représentations et les identités des salariés et des indépendants sont-elles différentes en fonction des contextes nationaux ? Quels rôles jouent les pouvoirs publics dans la construction de ces représentations ?</p>
<h1>Les articles sont à adresser à la revue, avant le 1<sup>er</sup> décembre 2013, à l’adresse suivante : nrtravail@gmail.com.</h1>
<p><em>La Nouvelle Revue du Travail</em> est une revue scientifique dont les auteurs, chercheurs ou praticiens, s’adressent au public académique et à celui des entreprises et des administrations publiques, à un moment où l’enseignement supérieur forme plus d’intervenants que de chercheurs. Le travail est pensé comme une notion transversale au carrefour des différents courants de la sociologie. La revue est ouverte à toutes les disciplines dès lors que les auteurs traitent du travail (au sens large). La nouvelle revue du travail s’intéresse au travail à l’échelle internationale ; elle encourage le bilinguisme en diffusant des articles publiés dans une des grandes langues internationales et en français. La revue est publiée deux fois par an, en accès libre et en texte intégral, sur http://nrt.revues.org. Les articles sont anonymisés et soumis à trois évaluations. Les recommandations aux auteurs pour la présentation et l’anonymisation des articles (entre 35 000 et 50 000 signes) doivent être consultées ici : http://nrt.revues.org/531.</p>
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		</item>
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		<title>La NRT, parution du n°2 : Travail et organisation dans le secteur public : la fascination du privé ?</title>
		<link>http://nrt.hypotheses.org/416</link>
		<comments>http://nrt.hypotheses.org/416#comments</comments>
		<pubDate>Thu, 11 Apr 2013 09:59:05 +0000</pubDate>
		<dc:creator>nrt</dc:creator>
				<category><![CDATA[La revue]]></category>
		<category><![CDATA[nouveau management public]]></category>
		<category><![CDATA[secteur privé]]></category>
		<category><![CDATA[secteur public]]></category>

		<guid isPermaLink="false">http://nrt.hypotheses.org/?p=416</guid>
		<description><![CDATA[Le secteur public connaît des évolutions directement liées aux transformations du capitalisme français : contraintes à faire preuve de compétitivité et à réduire leurs coûts, les administrations et les dernières entreprises publiques ont vu progressivement se transformer leurs objectifs et évoluer leurs modes de gestion et d’organisation du travail. Le modèle de la firme privée dans ses multiples déclinaisons devient la référence pour l’ensemble des appareils d’État et des entreprises publiques. Au nom de la « réforme permanente de l’État », l’introduction du Nouveau management public met [...]]]></description>
				<content:encoded><![CDATA[<div>
<div lang="fr">
<p><a href="http://nrt.revues.org/566"><img class="alignright size-full wp-image-410" alt="La Nouvelle Revue du Travail n°2 | mars 2013" src="http://f.hypotheses.org/wp-content/blogs.dir/319/files/2013/04/nrt2couverture.png" width="166" height="250" /></a>Le secteur public connaît des évolutions directement liées aux transformations du capitalisme français : contraintes à faire preuve de compétitivité et à réduire leurs coûts, les administrations et les dernières entreprises publiques ont vu progressivement se transformer leurs objectifs et évoluer leurs modes de gestion et d’organisation du travail. Le modèle de la firme privée dans ses multiples déclinaisons devient la référence pour l’ensemble des appareils d’État et des entreprises publiques.</p>
<p>Au nom de la « réforme permanente de l’État », l’introduction du Nouveau management public met en concurrence les services, les collectifs de travail et les individus. Comment s’opèrent la production puis la diffusion des valeurs managériales incarnant la modernisation dans le secteur public ? Quels sont les contenus de ces modèles managériaux ? Comment se mettent en place ces nouveaux modèles de gestion ?</p>
<p><span id="more-416"></span></p>
<p>Le dossier du n° 2 de la <em>Nouvelle Revue du Travail</em> traite ces questions en montrant aussi comment les missions originelles du service public sont affectées par l’importation inédite de ces pratiques commerciales, gestionnaires et managériales.</p>
<p>C&#8217;est ici, en texte intégral et en accès ouvert, comme toute la revue : <a href="http://nrt.revues.org/566">http://nrt.revues.org/566</a></p>
<h1>Sommaire</h1>
<h2>Corpus : Travail et organisation dans le secteur public : la fascination du privé ?</h2>
</div>
</div>
<ul>
<ul>
<li>
<div>
<div lang="en">Corpus : Public sector fascination for private sector work and organisation</div>
<div lang="es">Corpus : Trabajo y organización en el sector público: ¿fascinación de lo privado?</div>
</div>
<div>Sous la direction de <strong>Bénédicte Atten</strong></div>
<ul>
<li>
<div><a href="http://nrt.revues.org/676">Travail et organisation dans le secteur public : la fascination du privé</a> [Texte intégral]</div>
<div lang="en">Public sector fascination for private sector work and organisation</div>
</li>
<li>
<div><strong>Élise Penalva-Icher et Emmanuel Lazega</strong></div>
<div><a href="http://nrt.revues.org/859">Remplacer l’Etat ? Promotion et réseaux des Partenariats Public-Privé en France</a> [Texte intégral]</div>
<div lang="en">Replacing the State, or promoting public-private partnerships and networks in France</div>
<div lang="es">¿Sustituir al Estado ? Promoción y redes de colaboraciones entre los sectores público y privado en Francia</div>
</li>
<li>
<div><strong>Christophe Nosbonne</strong></div>
<div><a href="http://nrt.revues.org/962">Le tournant managérial dans le secteur public européen : quelles conséquences sur l’action publique ?</a> [Texte intégral]</div>
<div lang="en">Managerial turns in the European public sector and the consequences for state action</div>
<div lang="es">El cambio de rumbo gerencial en el sector público europeo : ¿cuáles son sus consecuencias sobre la acción pública ?</div>
</li>
<li>
<div><strong>Olivier Dembinski</strong></div>
<div><a href="http://nrt.revues.org/886">L’expertise psychiatrique au service de la gouvernance ?</a> [Texte intégral]</div>
<div lang="en">Psychiatric expertise in the service of governance?</div>
<div lang="es">¿La pericia psiquiátrica al servicio de la gobernanza?</div>
</li>
<li>
<div><strong>Christophe Premat</strong></div>
<div><a href="http://nrt.revues.org/951">­La restructuration du réseau culturel français au quotidien</a> [Texte intégral]</div>
<div lang="en">The everyday reconstruction of French cultural network</div>
<div lang="es">La reestructuración cotidiana de la red cultural francesa</div>
</li>
<li>
<div><strong>John Cultiaux</strong></div>
<div><a href="http://nrt.revues.org/875">L’argument de la « modernisation » dans la transformation des entreprises publiques : l’exemple de Belgacom</a> [Texte intégral]</div>
<div lang="en">The “modernisation” argument in the transformation of state-owned enterprises: the example of Belgacom</div>
<div lang="es">El argumento de la “modernización” en la transformación de las empresas públicas : el caso de Belgacom</div>
</li>
<li>
<div><strong>Jean Finez</strong></div>
<div><a href="http://nrt.revues.org/909">Aux origines de la préoccupation marchande à la SNCF (1960-2011)</a> [Texte intégral]</div>
<div lang="en">Origins of the SNCF French State Railways’ commercial focus (1960-2011)</div>
<div lang="es">Los orígenes de la preocupación mercantil en la SNCF (1960-2011)</div>
</li>
<li>
<div><strong>Valérie Boussard</strong></div>
<div><a href="http://nrt.revues.org/845">Travail d’organisation gestionnaire des cadres et mutation des entreprises publiques</a> [Texte intégral]</div>
<div lang="en">Executives’ managerial work organisation and transformation of state-owned enterprises</div>
<div lang="es">Trabajo de organización administrativa de los ejecutivos y transformación de las empresas públicas</div>
</li>
<li>
<div><strong>Alex Alber</strong></div>
<div><a href="http://nrt.revues.org/934">Management et nouvelle gestion publique : limites et paradoxes de l’imitation du privé</a> [Texte intégral]</div>
<div lang="en">Management and New Public Management: the limits and paradoxes of imitating the private sector</div>
<div lang="es"><em>Management</em> y nueva gestión pública: límites y paradojas de la imitación de los mecanismos privados</div>
</li>
</ul>
</li>
</ul>
</ul>
<h2>Controverses : Relation de service, rapport social de service</h2>
<div>
<div lang="en">Controversies : The social dynamics of service relationship</div>
<div lang="es">Controversias: relación de servicio, relación social de servicio</div>
</div>
<div>Sous la direction de <strong>Guillaume Tiffon</strong></div>
<ul>
<ul>
<ul>
<li>
<div><strong>Guillaume Tiffon</strong></div>
<div><a href="http://nrt.revues.org/664">Relation de service, rapport social de service. Quelle grille d’analyse ?</a> [Texte intégral]</div>
<div lang="en">Analysing service relationships and service-based social relationships</div>
<div lang="es">Relación de servicio, vínculo social de servicio. ¿Qué modelo analítico?</div>
</li>
<li>
<div><strong>Philippe Zarifian</strong></div>
<div><a href="http://nrt.revues.org/737">Rapport social de service, client et valeur</a> [Texte intégral]</div>
<div lang="en">Service-based social relationships, customers and and value</div>
<div lang="es">Vínculo social de servicio, cliente y valor</div>
</li>
<li>
<div><strong>Pascal Ughetto</strong></div>
<div><a href="http://nrt.revues.org/726">L’enjeu paradigmatique de la relation de service au sein de la sociologie du travail</a> [Texte intégral]</div>
<div lang="en">Paradigmatic challenges underlying service relationships within the sociology of work</div>
<div lang="es">La importancia paradigmática de la relación de servicio en la sociología del trabajo</div>
</li>
<li>
<div><strong>Guillaume Tiffon, Pascal Ughetto et Philippe Zarifian</strong></div>
<div><a href="http://nrt.revues.org/759">Relation de service, rapport social de service : Quelle grille d’analyse ?</a> [Texte intégral]</div>
<div>Débat avec la rédaction de la <em>Nouvelle Revue du Travail</em></div>
<div lang="en">Analysing service relationships and service-based social relationships. Debate with the editors of the <em>Nouvelle Revue du Travail</em></div>
<div lang="es">Relación de servicio, vínculo social de servicio: ¿qué modelo analítico? Debate con la redacción de la <em>Nouvelle Revue du Travail</em></div>
</li>
</ul>
</ul>
</ul>
<h2>Varia</h2>
<ul>
<ul>
<ul>
<li>
<div><strong>Philippe Bataille et Louise Virole</strong></div>
<div><a href="http://nrt.revues.org/613">Quand la morale du soignant devient l’éthique du soin. Conflits éthiques et normes professionnelles en médecines de la reproduction et palliative</a> [Texte intégral]</div>
<div lang="en">Carer values and the caring ethos: ethical conflicts and professional standards in reproductive and palliative medical units</div>
<div lang="es">Cuando la ética de los cuidados médicos se vuelve moral del personal médico: conflictos éticos y normas profesionales en las medicinas de la reproducción y paliativa</div>
</li>
<li>
<div><strong>Stéphane Le Lay</strong></div>
<div><a href="http://nrt.revues.org/702">Des pratiques ouvrières ludiques aux dispositifs managériaux ludistes : vers une instrumentalisation du jeu dans le travail</a> [Texte intégral]</div>
<div lang="en">Playful worker practices in playful managerial system: towards an instrumentalisation of games in the world of work</div>
<div lang="es">De las prácticas obreras lúdicas a los dispositivos gerenciales ludistas : hacia una instrumentalización del juego en el trabajo</div>
</li>
<li>
<div><strong>Dominique Méda</strong></div>
<div><a href="http://nrt.revues.org/633">Quels changements à la mesure des attentes posées sur le travail?</a> [Texte intégral]</div>
<div lang="en">What changes satisfy people’s expectations of work?</div>
<div lang="es">¿Cuáles son los cambios a la medida de las expectativas que se plantean acerca del trabajo ?</div>
</li>
<li>
<div><strong>Jérémie Rosanvallon</strong></div>
<div><a href="http://nrt.revues.org/987">Les générations au travail : des cultures différentes ou un collectif qui se méconnaît ? Le cas des techniciens d’Edf</a> [Texte intégral]</div>
<div lang="en">Generations at work: different cultures or a community unknown to itself? The example of Edf technicians</div>
<div lang="es">Las generaciones y el trabajo: ¿culturas distintas o un colectivo que se desconoce a sí mismo? El caso de los técnicos de Edf</div>
</li>
<li>
<div><strong>Michel Wieviorka</strong></div>
<div><a href="http://nrt.revues.org/687">Le travail aujourd’hui. L’hypothèse de la reconnaissance</a> [Texte intégral]</div>
<div lang="en">Work today. The hypothesis of recognition</div>
<div lang="es">El trabajo hoy: hipótesis del reconocimiento</div>
</li>
</ul>
</ul>
</ul>
<h2>Champ et contre-champ</h2>
<div>
<div lang="en">Shot and reverse shot</div>
<div lang="es">Plano y contraplano</div>
</div>
<ul>
<ul>
<ul>
<li>
<div><strong>Pierre Maillot</strong></div>
<div><a href="http://nrt.revues.org/792">Filmer le travail dans un train postal. À propos de <em>Night Mail</em></a> [Texte intégral]</div>
<div lang="en">Filming work in a mail train. A study of <em>Night Mail</em></div>
<div lang="es">Filmar el trabajo en un tren de correos. Acerca de <em>Night Mail</em></div>
</li>
<li>
<div><strong>Christèle Dondeyne</strong></div>
<div><a href="http://nrt.revues.org/778">Regard sur <em>Le Temps des grâces</em>, de Dominique Marchais</a> [Texte intégral]</div>
<div lang="en">A look at <em>Le temps des grâces</em> by Dominique Marchais</div>
<div lang="es">Una mirada a <em>Le temps des grâces</em>, de Dominique Marchais</div>
</li>
</ul>
</ul>
</ul>
<h2>Matériaux</h2>
<div>
<div lang="en">Raw materials</div>
</div>
<ul>
<ul>
<ul>
<li>
<div><strong>Michel Feynie</strong></div>
<div><a href="http://nrt.revues.org/813">Stratégies de salariés face à l’introduction de nouvelles méthodes de management</a> [Texte intégral]</div>
<div lang="en">Strategies used by employees facing the introduction of new management methods</div>
<div lang="es">Estrategias de los trabajadores ante la introducción de nuevos métodos de management</div>
</li>
<li>
<div><strong>Flaviene Lanna</strong></div>
<div><a href="http://nrt.revues.org/653">Du travailleur au malade : retour sur la reconstitution du parcours professionnel de patients atteints de cancer en Seine-Saint-Denis</a> [Texte intégral]</div>
</li>
</ul>
</ul>
</ul>
<h2>Recensions et notes critiques</h2>
<p>21 comptes-rendus de lecture à découvrir sur le site : <a href="http://nrt.revues.org/566">http://nrt.revues.org/566</a></p>
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		<title>Coupes budgétaires dans la recherche sur le travail et l’emploi : non à la double peine pour le Centre d’études de l’emploi (CEE)</title>
		<link>http://nrt.hypotheses.org/412</link>
		<comments>http://nrt.hypotheses.org/412#comments</comments>
		<pubDate>Thu, 11 Apr 2013 09:36:42 +0000</pubDate>
		<dc:creator>nrt</dc:creator>
				<category><![CDATA[Actualités / News]]></category>

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		<description><![CDATA[Pétition des personnels du CEE Les personnels du CEE, réunis en assemblée générale le 18 mars 2013, alertent sur la situation budgétaire préoccupante de l’établissement, dont les thèmes de recherche sont plus que jamais au cœur des préoccupations actuelles sur le travail et l’emploi. Sur ces thèmes, le CEE contribue avec d’autres établissements et laboratoires universitaires à approfondir les connaissances et à éclairer l’ensemble des acteurs des politiques publiques du travail et de l’emploi. En matière d’austérité budgétaire, le CEE subit une double peine. [...]]]></description>
				<content:encoded><![CDATA[<h2><img class="alignright" alt="" src="http://asso-afea.fr/IMG/arton338.gif?1304685402" width="188" height="140" />Pétition des personnels du CEE</h2>
<p>Les personnels du CEE, réunis en assemblée générale le 18 mars 2013, alertent sur la situation budgétaire préoccupante de l’établissement, dont les thèmes de recherche sont plus que jamais au cœur des préoccupations actuelles sur le travail et l’emploi. Sur ces thèmes, le CEE contribue avec d’autres établissements et laboratoires universitaires à approfondir les connaissances et à éclairer l’ensemble des acteurs des politiques publiques du travail et de l’emploi.</p>
<p><span id="more-412"></span>En matière d’austérité budgétaire, le CEE subit une double peine. En plus des restrictions appliquées à l’ensemble des opérateurs de l’état, en 2011 le Ministère du travail a diminué de 27% la subvention du CEE, baisse initialement présentée comme temporaire. Cette subvention amputée est en passe de devenir la nouvelle référence budgétaire, base de calcul des restrictions présentes et à venir.</p>
<p>Dans la mesure où les dépenses du CEE correspondent principalement à des dépenses de personnel, ce qui est une particularité de ce type d’établissement, la baisse de ses moyens a d’ores et déjà entraîné une réduction importante de ses effectifs.</p>
<p>Le Conseil d’administration du CEE s’est prononcé le 11 mars 2013 en faveur du maintien de la référence au budget de 2010 ; il a ainsi réaffirmé son souhait de voir la diminution de la subvention du CEE être du même ordre que celle de l’ensemble des dépenses de fonctionnement de l’état.</p>
<p>Les personnels du CEE ne peuvent accepter un effort sans commune mesure avec celui demandé aux autres opérateurs de l’état. La réduction ponctuelle de la subvention de 2011 ne pouvant plus être compensée, sa pérennisation impliquerait une nouvelle diminution des effectifs du CEE et sacrifierait durablement ses ressources.</p>
<p>Les personnels du CEE demandent le soutien de la communauté scientifique et des acteurs intervenant sur le champ du travail et de l’emploi.</p>
<h2><a href="http://www.activism.com/fr_FR/petition/coupes-budgetaires-dans-la-recherche-sur-le-travail-et-l-emploi-non-a-la-double-peine-pour-le-centre-d-etudes-de-l-emploi-cee/43216">Pour voir la liste des signataires et signer la pétition</a>.</h2>
<p><a href="http://www.cee-recherche.fr/">Le site du Centre d&#8217;études de l&#8217;emploi</a>.</p>
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		<title>Hommage à Robert Castel par la Nouvelle Revue du Travail</title>
		<link>http://nrt.hypotheses.org/407</link>
		<comments>http://nrt.hypotheses.org/407#comments</comments>
		<pubDate>Sat, 06 Apr 2013 09:07:58 +0000</pubDate>
		<dc:creator>nrt</dc:creator>
				<category><![CDATA[Actualités / News]]></category>

		<guid isPermaLink="false">http://nrt.hypotheses.org/?p=407</guid>
		<description><![CDATA[Robert Castel, sociologue, directeur d’étude à l’École des Hautes Études en Sciences Sociales nous a quitté le 12 mars 2013. Sociologue et intellectuel généreux, soucieux d’entretenir le dialogue avec toutes les générations et avec tous les courants de pensée, il a marqué la vie intellectuelle française et internationale d’abord avec ses travaux sur la psychiatrie, la prise en charge des malades et le travail des institutions face à La Gestion des risques. De l&#8217;anti-psychiatrie à l&#8217;après-psychanalyse (1981) ; puis avec ses réflexions sur la place [...]]]></description>
				<content:encoded><![CDATA[<p><img class="alignright size-medium wp-image-408" alt="castel" src="http://f.hypotheses.org/wp-content/blogs.dir/319/files/2013/04/castel-300x153.jpg" width="300" height="153" />Robert Castel, sociologue, directeur d’étude à l’École des Hautes Études en Sciences Sociales nous a quitté le 12 mars 2013. Sociologue et intellectuel généreux, soucieux d’entretenir le dialogue avec toutes les générations et avec tous les courants de pensée, il a marqué la vie intellectuelle française et internationale d’abord avec ses travaux sur la psychiatrie, la prise en charge des malades et le travail des institutions face à <i>La</i> <i>Gestion des risques. De l&#8217;anti-psychiatrie à l&#8217;après-psychanalyse </i>(1981) ; puis avec ses réflexions sur la place du salariat dans les sociétés contemporaines. Au moment où l’État Social vacille, son analyse du salariat, dans <i>Les métamorphoses de la question sociale</i>, paru en 1995, rappelle l’importance du travail dans la construction des individus contemporains en tant que support pour accéder à l’autonomie. Ce plaidoyer pour le salariat ouvrira à de nombreux débats et analyses, se prolongera par d’autres ouvrages, faisant de Robert Castel non seulement un professeur et un érudit mais aussi un intellectuel offrant à la société les ressources pour réfléchir sur elle-même. La <i>Nouvelle Revue du Travail</i> lui rend hommage, et reviendra sur l’importance de sa contribution aux débats actuels sur les dynamiques et le devenir du travail.</p>
<p>Le Comité de rédaction</p>
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		<title>Vidéo : Un droit au travail ? les promesses d&#8217;une utopie</title>
		<link>http://nrt.hypotheses.org/390</link>
		<comments>http://nrt.hypotheses.org/390#comments</comments>
		<pubDate>Fri, 01 Mar 2013 13:23:03 +0000</pubDate>
		<dc:creator>nrt</dc:creator>
				<category><![CDATA[Actualités / News]]></category>
		<category><![CDATA[archives]]></category>
		<category><![CDATA[conférence]]></category>
		<category><![CDATA[travail]]></category>
		<category><![CDATA[utopie]]></category>
		<category><![CDATA[vidéo]]></category>

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		<description><![CDATA[Printemps des SHS, 2012, Que faire du travail ? Vidéo en ligne sur canal-u (116 min). Avec Emmanuel Dockès, professeur de droit privé à l’université de Paris Ouest Nanterre - La Défense, et Marc Pichard, professeur de droit privé à l’université de Paris Ouest Nanterre - La Défense, co-directeur du CRD&#38;P (EA 4487). Affichage ? Incantation ? Ironie ? Cruauté ? La reconnaissance d’un droit au travail ou d’un droit d’obtenir un emploi laisse perplexe – à l’heure où les politiques publiques semblent désarmées, incapables de satisfaire le besoin d’emploi.  Pourtant [...]]]></description>
				<content:encoded><![CDATA[<p>Printemps des SHS, 2012, Que faire du travail ? Vidéo en ligne sur canal-u (116 min). Avec Emmanuel Dockès, professeur de droit privé à l’université de Paris Ouest Nanterre - La Défense, et Marc Pichard, professeur de droit privé à l’université de Paris Ouest Nanterre - La Défense, co-directeur du CRD&amp;P (EA 4487). Affichage ? Incantation ? Ironie ? Cruauté ? La reconnaissance d’un droit au travail ou d’un droit d’obtenir un emploi laisse perplexe – à l’heure où les politiques publiques semblent désarmées, incapables de satisfaire le besoin d’emploi. <span id="more-390"></span></p>
<p><em id="__mceDel"> <iframe src="http://www.canal-u.tv/video/meshs/embed.1/un_droit_au_travail_les_promesses_d_une_utopie.11455?width=500&amp;height=310" height="310" width="500" frameborder="0" scrolling="no"></iframe></em></p>
<p>Pourtant les textes &#8211; la constitution du 27 octobre 1946 ou le pacte international relatif aux droits économiques sociaux et culturels – qui reconnaissent un tel droit sont sollicités par les juridictions françaises, à l’appui de certaines de leurs décisions. Le droit au travail existerait donc, sans pour autant être un droit véritable (certains diraient opposable) puisque le chômage persiste. L’aporie avait été dénoncée par Tocqueville, dès 1848 : la reconnaissance d’un tel droit serait incompatible avec un système économique libéral – ce qui expliquerait son statut juridique ambigu. Le droit au travail ne pourrait être – ne devrait être ? &#8211; qu’une illusion. L’affirmation mérite toutefois d’être discutée – et les potentialités de ce droit mal aimé explorées.</p>
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		<title>Table ronde : Les CHSCT, une instance centrale, mais fragile ?</title>
		<link>http://nrt.hypotheses.org/388</link>
		<comments>http://nrt.hypotheses.org/388#comments</comments>
		<pubDate>Wed, 27 Feb 2013 21:40:09 +0000</pubDate>
		<dc:creator>nrt</dc:creator>
				<category><![CDATA[Actualités / News]]></category>
		<category><![CDATA[CHSCT]]></category>
		<category><![CDATA[expertise]]></category>
		<category><![CDATA[table ronde]]></category>

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		<description><![CDATA[Le réseau thématique &#8220;Relations professionnelles&#8221; de l&#8217;Association française de sociologie (RT 18) organise prochainement, dans le cadre de son séminaire, une journée d&#8217;études consacrée aux CHSCT. Contact et inscription: Arnaud Mias, IDHE-ENS Cachan, mias@ens-cachan.fr Le Vendredi 12 avril 2013, 9h30-17h00 Amphithéâtre Tocqueville École Normale Supérieure de Cachan 9h30-9h45 : Introduction de la journée « 30 ans de CHSCT. Intérêt nouveau, pratiques renouvelées ? » : Arnaud Mias, maître de conférences, Université de Rouen, IDHE-Cachan 9h45-12h15 : Pratiques de représentation du personnel en CHSCT Entre dispositifs et [...]]]></description>
				<content:encoded><![CDATA[<p>Le réseau thématique &#8220;Relations professionnelles&#8221; de l&#8217;Association française de sociologie (RT 18) organise prochainement, dans le cadre de son séminaire, une journée d&#8217;études consacrée aux CHSCT.</p>
<p>Contact et inscription: Arnaud Mias, IDHE-ENS Cachan, <a href="mailto:mias@ens-cachan.fr" target="_blank">mias@ens-cachan.fr</a><br />
<strong></strong></p>
<h2>Le Vendredi 12 avril 2013, 9h30-17h00</h2>
<p>Amphithéâtre Tocqueville<br />
École Normale Supérieure de Cachan<span id="more-388"></span></p>
<p>9h30-9h45 : Introduction de la journée<br />
« 30 ans de CHSCT. Intérêt nouveau, pratiques renouvelées ? » : Arnaud Mias, maître de conférences, Université de Rouen, IDHE-Cachan</p>
<h2>9h45-12h15 : Pratiques de représentation du personnel en CHSCT</h2>
<p><em>Entre dispositifs et pratiques. Réflexions autour de l&#8217;outillage des CHSCT</em> - Bernard DUGUÉ, enseignant-chercheur, ergonome européen, ENSC/IPB, Université de Bordeaux</p>
<p><em>Mobilisations collectives et CHSCT dans la chimie</em> - Sonia GRANAUX, docteure en sociologie</p>
<p><em id="__mceDel"><em>Construire un point de vue spécifique sur le travail : configurations sociales et postures des élus</em> -</em> Isabelle ROGEZ, chargée de mission, Aract Nord-Pas de Calais<em id="__mceDel"><br />
</em></p>
<p>La loi et la conviction, pratique en tension des élus CHSCT - Louis-Marie BARNIER, sociologue et syndicaliste, chercheur associé au Cresspa-GTM</p>
<h2>15H30-17H00 : Table-ronde ? Sociologues experts auprès des CHSCT : quel positionnement, quelles compétences, quelles pratiques ?</h2>
<p>Stéphanie GALLIOZ, cabinet ISAST<br />
Jacques PILLEMONT, cabinet SYNDEX<br />
Jean-Louis RENOUX, cabinet VALOR CONSEIL</p>
<p>Contact et inscription: Arnaud Mias, IDHE-ENS Cachan, <a href="mailto:arnaud.mias@ens-cachan.fr" target="_blank">arnaud.mias@ens-cachan.fr</a></p>
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		<title>Usages et enjeux des technologies de communication</title>
		<link>http://nrt.hypotheses.org/382</link>
		<comments>http://nrt.hypotheses.org/382#comments</comments>
		<pubDate>Mon, 18 Feb 2013 22:45:58 +0000</pubDate>
		<dc:creator>nrt</dc:creator>
				<category><![CDATA[Ouvrages reçus]]></category>

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		<description><![CDATA[Francis Jauréguiberry et Serge Proulx Éditions Érès, collection « Érès Poche-société », 2011, 144 p. ISBN : ISBN : 978-2-7492-1440-5 Présentation de l&#8217;éditeur Cet ouvrage présente de façon synthétique, en les recoupant par thèmes et approches, la plupart des travaux qui, depuis vingt ans, ont rendu compte des usages de technologies de communication, c&#8217;est-à-dire des objets, outils et dispositifs techniques permettant une interaction à distance et une réciprocité dans la communication, tels Internet et le téléphone portable. En proposant une lecture fine et nuancée [...]]]></description>
				<content:encoded><![CDATA[<p><img class="alignright  wp-image-383" title="TIC-proulx" alt="" src="http://f.hypotheses.org/wp-content/blogs.dir/319/files/2013/02/TIC-proulx-183x300.jpg" width="165" height="270" />Francis Jauréguiberry et Serge Proulx</p>
<p>Éditions Érès, collection « Érès Poche-société », 2011, 144 p.</p>
<p>ISBN : ISBN : 978-2-7492-1440-5</p>
<h2>Présentation de l&#8217;éditeur</h2>
<p>Cet ouvrage présente de façon synthétique, en les recoupant par thèmes et approches, la plupart des travaux qui, depuis vingt ans, ont rendu compte des usages de technologies de communication, c&#8217;est-à-dire des objets, outils et dispositifs techniques permettant une interaction à distance et une réciprocité dans la communication, tels Internet et le téléphone portable.</p>
<p>En proposant une lecture fine et nuancée de ce que les gens font effectivement avec ces technologies et réseaux, les auteurs invitent à penser comme des expériences individuelles et sociales dans lesquelles les utilisateurs sont engagés à titre d&#8217;acteurs.</p>
<p><span id="more-382"></span>Ces usages sont considérés comme des révélateurs de nouveaux enjeux sociaux, économiques et politiques de la société hypermoderne et connectée dans laquelle nous sommes désormais entrés.</p>
<p><em>Francis Jauréguiberry est professeur de sociologie à l&#8217;université de Pau et directeur du laboratoire SET (Société environnement territoire) au CNRS.</em></p>
<p><em>Serge Proulx est professeur de communication à l&#8217;université du Québec à Montréal, professeur associé à Telecom Paristech et directeur du Groupe de recherche et observatoire des usages et cultures médiatiques (GRM).</em></p>
<p><em>Ils sont tous deux cofondateurs et coresponsables du groupe de recherche « sociologie de la communication » de l&#8217;Association internationale des sociologues de langue française.</em></p>
<p><a href="http://www.editions-eres.com/parutions/societe/eres-poche-societe/p2802-usages-et-enjeux-des-technologies-de-communication.htm" target="_blank">Pour en savoir plus</a>.</p>
<h2><a href="http://nrt.revues.org/603">Compte-rendu par Jean-Pierre Durand dans<em> la Nouvelle Revue du Travail</em>, n°2, mars 2013</a>.</h2>
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		<title>La Cité du travail</title>
		<link>http://nrt.hypotheses.org/376</link>
		<comments>http://nrt.hypotheses.org/376#comments</comments>
		<pubDate>Mon, 18 Feb 2013 21:55:45 +0000</pubDate>
		<dc:creator>nrt</dc:creator>
				<category><![CDATA[Ouvrages reçus]]></category>

		<guid isPermaLink="false">http://nrt.hypotheses.org/?p=376</guid>
		<description><![CDATA[La gauche et la crise du fordisme Bruno Trentin Paris, Fayard, coll. « Poids et mesures du monde », 2012, 444 p. ISBN : 978-2-213-66866-6 Présentation de l&#8217;éditeur Quelles sont les raisons profondes de l&#8217;incapacité de la Gauche européenne à proposer une alternative crédible à l&#8217;ultralibéralisme ? Pourquoi semble-t-elle condamnée à « accompagner » sur le mode compassionnel la dégradation des conditions de vie et de travail engendrées par la globalisation ? Ou bien à chercher refuge dans des postures pseudo-révolutionnaires oublieuses de la [...]]]></description>
				<content:encoded><![CDATA[<p><em><img class="alignright  wp-image-377" title="Trentin" alt="" src="http://f.hypotheses.org/wp-content/blogs.dir/319/files/2013/02/Trentin-187x300.gif" width="150" height="240" />La gauche et la crise du fordisme</em></p>
<p>Bruno Trentin</p>
<p>Paris, Fayard, coll. « Poids et mesures du monde », 2012, 444 p.</p>
<p>ISBN : 978-2-213-66866-6</p>
<h2>Présentation de l&#8217;éditeur</h2>
<p>Quelles sont les raisons profondes de l&#8217;incapacité de la Gauche européenne à proposer une alternative crédible à l&#8217;ultralibéralisme ? Pourquoi semble-t-elle condamnée à « accompagner » sur le mode compassionnel la dégradation des conditions de vie et de travail engendrées par la globalisation ? Ou bien à chercher refuge dans des postures pseudo-révolutionnaires oublieuses de la faillite du communisme réel ? Ces interrogations sont au cour de La Cité du travail, maître livre du grand intellectuel et syndicaliste Bruno Trentin (1926-2007).<span id="more-376"></span></p>
<p>L&#8217;influence hégémonique exercée par le fordisme, le taylorisme &#8211; c&#8217;est-à-dire l&#8217;organisation scientifique du travail &#8211; sur la manière dont la Gauche a conçu le progrès permet de comprendre les impasses où elle s&#8217;enferre aujourd&#8217;hui : sa croyance dans l&#8217;autonomie du politique et la priorité qu&#8217;elle accorde à la conquête du pouvoir ; son indifférence à la question du travail ; sa soumission aux impératifs de la gouvernabilité ; et ses pratiques néocorporatistes.</p>
<p>C&#8217;est donc l&#8217;identité même de la Gauche politique et syndicale que Trentin nous invite à repenser. Publié d&#8217;abord en italien en 1997, ce livre érudit est aussi une histoire de la conception du travail par la Gauche. Traduit de l&#8217;italien par la Fondation di Vittorio Coll. « Poids et mesures du monde » dirigée par Alain Supiot de l&#8217;Institut d&#8217;Études avancées de Nantes.</p>
<p><a href="http://www.decitre.fr/ebooks/la-cite-du-travail-la-gauche-et-la-crise-du-fordisme-9782213670287_9782213670287_9.html" target="_blank">Pour en savoir plus</a>.</p>
<h2><a href="http://nrt.revues.org/700">Recension par Jean-Pierre Durand dans <em>la Nouvelle Revue du Travail</em> n°2, mars 2013</a>.</h2>
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		<title>Artistes, intermittents, précaires en lutte</title>
		<link>http://nrt.hypotheses.org/369</link>
		<comments>http://nrt.hypotheses.org/369#comments</comments>
		<pubDate>Mon, 18 Feb 2013 21:47:49 +0000</pubDate>
		<dc:creator>nrt</dc:creator>
				<category><![CDATA[Ouvrages reçus]]></category>

		<guid isPermaLink="false">http://nrt.hypotheses.org/?p=369</guid>
		<description><![CDATA[Retour sur une mobilisation paradoxale Jérémy Sinigaglia Presses Universitaires de Nancy, coll. « Salariat et transformations sociales », 2012, 276 p. ISBN : 9782814300989. Présentation de l&#8217;éditeur Dans la nuit du 26 au 27 juin 2003 est signé au sein de l&#8217;UNEDIC un protocole d&#8217;accord qui durcit les règles de l’indemnisation du chômage des salariés intermittents du spectacle. En quelques jours, la mobilisation prend une ampleur qui surprend aussi bien les différents observateurs que les principaux animateurs du mouvement. La « CGT spectacle » [...]]]></description>
				<content:encoded><![CDATA[<p><img class="alignright  wp-image-370" title="précaires" alt="" src="http://f.hypotheses.org/wp-content/blogs.dir/319/files/2013/02/précaires-199x300.gif" width="159" height="240" />Retour sur une mobilisation paradoxale</p>
<p>Jérémy Sinigaglia</p>
<p>Presses Universitaires de Nancy, coll. « Salariat et transformations sociales », 2012, 276 p.</p>
<p>ISBN : 9782814300989.</p>
<h2>Présentation de l&#8217;éditeur</h2>
<p>Dans la nuit du 26 au 27 juin 2003 est signé au sein de l&#8217;UNEDIC un protocole d&#8217;accord qui durcit les règles de l’indemnisation du chômage des salariés intermittents du spectacle. En quelques jours, la mobilisation prend une ampleur qui surprend aussi bien les différents observateurs que les principaux animateurs du mouvement. La « CGT spectacle » appelle à une journée de grève. Des collectifs et des coordinations se forment, se reforment ou se renforcent dans de nombreuses villes et régions de France et organisent la contestation.<span id="more-369"></span></p>
<p>Cet ouvrage, qui repose sur une enquête ethnographique menée pendant trois ans auprès d’un collectif d’intermittents en Lorraine et de la coordination des intermittents et précaires d’Île-de-France, pose la question suivante : comment un groupe hétérogène (artistes, employés, ouvriers, techniciens, ingénieurs de divers secteurs du spectacle) composé de salariés précaires exerçant dans un secteur économique lui aussi précaire, parvient-il à se mobiliser et à agir collectivement ? Répondre à cette question suppose d’abord de comprendre le passage individuel à l’action collective, et pour cela de prêter attention aux ressources des intermittents et à celles que leur apportent leurs soutiens, mais aussi d’observer la manière dont ils ont pu retourner un certain nombre de conditions a priori défavorables à leur avantage. Cela implique ensuite de saisir la manière dont les individus et les groupes engagés ensemble mais aussi concurremment dans la mobilisation se dotent (ou non) d’une identité collective rassembleuse, d’une définition commune des enjeux de la lutte et d’un répertoire d’action partagé.</p>
<p>L’observation de cette mobilisation révèle que ni les situations de précarité que subissent les participants potentiels, ni la désorganisation de leurs secteurs d’activité, ni l’hétérogénéité du groupe a priori concerné ou du mouvement dans son ensemble ne forment en soi les conditions d’impossibilité d’une mobilisation collective ou un frein indépassable à sa réalisation. Dès lors, l’hypothèse contre intuitive qui forme le fil directeur de cet ouvrage est la suivante : non seulement la précarité, l’individualisation et l’hétérogénéité des intermittents du spectacle ne forment pas en elles-mêmes des freins à leur mobilisation, mais elles peuvent à l’inverse, paradoxalement, contribuer à remplir les conditions propices à la réussite de leur mouvement.</p>
<p><a href="http://www.lcdpu.fr/livre/?GCOI=27000100971010" target="_blank">Pour en savoir plus (Le Comptoir des Presses d&#8217;universités)</a></p>
<h2><a href="http://nrt.revues.org/596">Recension par Valérie Cohen dans <em>la Nouvelle Revue du Travail</em> n°2, mars 2013</a>.</h2>
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		<title>Qu&#8217;est ce que le travail non qualifié ?</title>
		<link>http://nrt.hypotheses.org/366</link>
		<comments>http://nrt.hypotheses.org/366#comments</comments>
		<pubDate>Mon, 18 Feb 2013 21:43:01 +0000</pubDate>
		<dc:creator>nrt</dc:creator>
				<category><![CDATA[Ouvrages reçus]]></category>

		<guid isPermaLink="false">http://nrt.hypotheses.org/?p=366</guid>
		<description><![CDATA[José Rose Paris, La Dispute, coll. « Travail et salariat », 2012, 180 p. ISBN : 978-2-84303-219-6 Présentation de l&#8217;éditeur On constate aujourd&#8217;hui une recrudescence des emplois dits &#8221; non qualifiés &#8220;, payés au salaire minimum, ayant un statut dégradé et n&#8217;offrant que peu de perspectives professionnelles. Dès lors, il devient urgent de comprendre précisément ce que signifie précisément &#8221; la qualification &#8221; et la &#8221; non-qualification &#8221; du travail, de l&#8217;emploi et des personnes, pour envisager au niveau politique, comme le propose l&#8217;ouvrage, [...]]]></description>
				<content:encoded><![CDATA[<p><img class="alignright size-full wp-image-367" title="josé rose" src="http://f.hypotheses.org/wp-content/blogs.dir/319/files/2013/02/joserose.gif" alt="" width="141" height="227" />José Rose</p>
<p>Paris, La Dispute, coll. « Travail et salariat », 2012, 180 p.</p>
<p>ISBN : 978-2-84303-219-6</p>
<h2>Présentation de l&#8217;éditeur</h2>
<p>On constate aujourd&#8217;hui une recrudescence des emplois dits &#8221; non qualifiés &#8220;, payés au salaire minimum, ayant un statut dégradé et n&#8217;offrant que peu de perspectives professionnelles. Dès lors, il devient urgent de comprendre précisément ce que signifie précisément &#8221; la qualification &#8221; et la &#8221; non-qualification &#8221; du travail, de l&#8217;emploi et des personnes, pour envisager au niveau politique, comme le propose l&#8217;ouvrage, de &#8221; requalifier le travail &#8220;. L&#8217;ouvrage propose ainsi de répondre à des questions qui sont au coeur des politiques actuelles du travail : est-ce l&#8217;emploi, le travail ou la personne qui sont non qualifiés ? Peut-on vraiment parler de non qualification ? Qui sont les sortants de l&#8217;école sans qualification ni diplôme et que deviennent-ils ? Qui occupe les emplois classés non qualifiés ? Comment peut-on qualifier le travail ?</p>
<p><span id="more-366"></span>Pour y répondre, l&#8217;auteur, professeur de sociologie, s&#8217;appuie sur des enquêtes du CEREQ (Centre d&#8217;études et de recherches sur les qualifications), auxquelles il a contribué, mais aussi sur de nombreuses études du Ministère du Travail et de l&#8217;INSEE. Il défend la thèse selon laquelle ce n&#8217;est pas l&#8217;existence, mais la reconnaissance de ces qualifications, qui est un enjeu crucial pour les politiques de l&#8217;emploi et l&#8217;organisation du travail. Le premier chapitre de l&#8217;ouvrage propose ainsi une clarification de la notion de &#8221; non qualification&#8221; fondée sur la distinction établie de longue date entre qualification du travail, de l&#8217;emploi et de la personne et montrant comment ces trois dimensions s&#8217;articulent étroitement. Les trois chapitres suivants établissent un diagnostic de la situation et des évolutions récentes en abordant successivement la qualification de l&#8217;emploi, son évolution et sa composition, la qualification du travail et des contenus d&#8217;activité et celle des personnes, de leurs caractéristiques et de leur devenir.</p>
<p>L&#8217;auteur y examine plus particulièrement le rôle des politiques publiques et les résultats des études prospectives réalisées dans ce domaine. Il propose enfin, dans les deux derniers chapitres, les grandes lignes d&#8217;une politique de la qualification. Cet ouvrage, concis et pédagogique, propose ainsi une explication claire de la notion de qualification. un diagnostic de la situation et des évolutions récentes du travail non qualifié, et les grandes lignes d&#8217;une politique de requalification du travail.</p>
<p>Recension par Jean-Pascal Higelé à paraître dans <em>la Nouvelle Revue du Travail</em> n°2, mars 2013.</p>
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		<title>Débat : La valeur travail</title>
		<link>http://nrt.hypotheses.org/364</link>
		<comments>http://nrt.hypotheses.org/364#comments</comments>
		<pubDate>Mon, 18 Feb 2013 21:30:06 +0000</pubDate>
		<dc:creator>nrt</dc:creator>
				<category><![CDATA[Actualités / News]]></category>
		<category><![CDATA[conférence]]></category>
		<category><![CDATA[valeur]]></category>

		<guid isPermaLink="false">http://nrt.hypotheses.org/?p=364</guid>
		<description><![CDATA[Cycle de conférences des Cercles de formation de l&#8217;EHESS, Rendez-vous de crise De février à mai 2013, les Cercles de formation de l’EHESS organisent un cycle de débats initulé « Le travail dans tous ses états : une question d&#8217;actualité ». Des spécialistes de différentes disciplines (histoire, sociologie, philosophie, droit, économie) échangeront leurs points de vue et confronteront leurs analyses sur le travail et sur ses mutations. Au programme de cette première conférence : La valeur travail, en lien avec une interrogation sur les transformations des normes d’emploi, [...]]]></description>
				<content:encoded><![CDATA[<p><img class="alignright" title="Lewis Hine" src="http://lettre.ehess.fr/docannexe/file/5140/lewis_hine_power_house_mechanic_working_on_steam_pump-small200.jpg" alt="" width="143" height="200" />Cycle de conférences des Cercles de formation de l&#8217;EHESS, <em>Rendez-vous de crise</em></p>
<div>
<p>De février à mai 2013, les Cercles de formation de l’EHESS organisent un cycle de débats initulé « <em>Le travail dans tous ses états : une question d&#8217;actualité </em>». Des spécialistes de différentes disciplines (histoire, sociologie, philosophie, droit, économie) échangeront leurs points de vue et confronteront leurs analyses sur le travail et sur ses mutations. Au programme de cette première conférence : <em>La valeur travail</em>, en lien avec une interrogation sur les transformations des normes d’emploi, mais aussi les finalités individuelles et collectives du travail.<span id="more-364"></span></p>
<p><em>Intervenants : </em></p>
<ul>
<li><em><strong>Patrick Fridenson</strong>, EHESS ; </em></li>
<li><em><strong>Antoine Lyon-Caen</strong>, EHESS</em></li>
<li><em><strong>Dominique Méda</strong>, Université Paris Dauphine.</em></li>
</ul>
<p><strong>Prochaines séances<br />
</strong></p>
<ul>
<li>Lundi 25 mars, <em>Les recompositions du travail et leurs multiples défis</em></li>
<li>Lundi 8 avril, <em>Les nouvelles inégalités</em></li>
<li>Jeudi 16 mai, <em>Les maillons faibles</em></li>
</ul>
</div>
<dl id="docInfo">
<dt>Lieu : EHESS &#8211; Amphithéâtre François Furet &#8211; 105, boulevard Raspail &#8211; 75006 Paris</dt>
<dt></dt>
<dt></dt>
<dt><a href="http://lettre.ehess.fr/5138" target="_blank">Pour en savoir plus</a></dt>
</dl>
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		<title>Travail et santé au travail : quels apports du regard sociologique ?</title>
		<link>http://nrt.hypotheses.org/337</link>
		<comments>http://nrt.hypotheses.org/337#comments</comments>
		<pubDate>Sun, 20 Jan 2013 20:53:49 +0000</pubDate>
		<dc:creator>nrt</dc:creator>
				<category><![CDATA[Appels à contribution]]></category>
		<category><![CDATA[santé]]></category>
		<category><![CDATA[sociologie]]></category>
		<category><![CDATA[travail]]></category>

		<guid isPermaLink="false">http://nrt.hypotheses.org/?p=337</guid>
		<description><![CDATA[Appel à articles pour la Nouvelle Revue du Travail, rubrique Corpus du n° 4, printemps 2014. Date limite d&#8217;envoi des articles : 20 juin 2013 Depuis quelques années le domaine de la santé au travail fait l&#8217;objet d&#8217;une production foisonnante en sciences sociales. Cette dynamique est en rapport avec l&#8217;intérêt renouvelé porté à ces questions dans l&#8217;espace public, à la dégradation des indicateurs de la santé au travail et aux transformations des expressions des pénibilités du travail, voire à la crise du système de santé [...]]]></description>
				<content:encoded><![CDATA[<h2><img class="alignright size-full wp-image-351" title="La Nouvelle Revue du Travail" src="http://f.hypotheses.org/wp-content/blogs.dir/319/files/2011/01/NRT_B_noir_petit.jpg" alt="" width="99" height="82" />Appel à articles pour <em>la Nouvelle Revue du Travail</em>, rubrique Corpus du n° 4, printemps 2014.</h2>
<h3>Date limite d&#8217;envoi des articles : 20 juin 2013</h3>
<p>Depuis quelques années le domaine de la santé au travail fait l&#8217;objet d&#8217;une production foisonnante en sciences sociales. Cette dynamique est en rapport avec l&#8217;intérêt renouvelé porté à ces questions dans l&#8217;espace public, à la dégradation des indicateurs de la santé au travail et aux transformations des expressions des pénibilités du travail, voire à la crise du système de santé au travail : ne s&#8217;est-il pas révélé incapable de prévenir une catastrophe sanitaire majeure comme celle de l&#8217;amiante, se traduisant par des dizaines de milliers de victimes ? Ce dossier de la <em>NRT</em> souhaite mettre en exergue les apports du regard sociologique au sein de et sur cette dynamique : quels sont les effets d&#8217;un certain retard – du moins relativement à l&#8217;ergonomie, la psychologie du travail, l&#8217;épidémiologie ou même à l&#8217;histoire – de notre discipline dans la prise en compte de cette thématique ? Quels sont les limites et/ou les angles morts de la production dominante que la sociologie permet ou permettrait de dépasser ou de combler ? Certains facteurs sociaux dans la construction de la santé au travail et, plus largement, des inégalités et différenciations sociales de santé, ne méritent-ils pas d&#8217;être mieux investigués ? Tel nous semble le cas par exemple du rôle du chômage et de la précarité de l&#8217;emploi, de l&#8217;organisation du travail, de certaines formes de domination sociale – notamment liées au genre – qui tendent à invisibiliser certaines atteintes à la santé au travail. Les pistes qui suivent sont susceptibles de retenir l&#8217;intérêt de la revue</p>
<p><span id="more-337"></span>Quelle est l&#8217;originalité de la conjoncture historique nationale présente de la santé au travail, à la fois dans une perspective comparatiste – historique et internationale – et au regard des transformations du travail ? Qu&#8217;est-ce qui est véritablement nouveau ? Y a-t-il une singularité française, et si oui, quelle est-elle, et à quoi tient-elle ? La place spécifique du travail et les formes particulières de sa crise en France peuvent être des analyseurs pertinents. De ce point de vue, des contributions sur d&#8217;autres situations nationales sont bienvenues.</p>
<p>Le retour de la santé au travail dans l&#8217;espace public entretient des relations à explorer avec le contexte de chômage de masse et de crise de l&#8217;emploi. Ce dernier tend à la fois à y faire écran, à entretenir le fatalisme face aux atteintes à la santé au travail, à reproduire des obstacles anciens à la critique de l&#8217;organisation capitaliste du travail ; et à la fois à repousser les limites, à renouveler, et à élargir à de nouvelles catégories de travailleurs l&#8217;intensification et la rationalisation du travail. Le processus de réforme des retraites a joué un rôle important à ce niveau : comment tenir plus longtemps au travail alors que les conditions de travail se dégradent significativement depuis 20 ans, que les restructurations et les réductions d&#8217;effectifs qui vont avec, font peser sur les salariés qui restent une pression considérable, au détriment de leur santé ? Les négociations sur la pénibilité au travail ont porté la trace d’une approche, défensive de la santé dans un contexte de recul des droits des salaries et d’affaiblissement syndical.</p>
<p>Que signifie la place nouvelle prise par les enjeux de santé mentale au travail du point de vue des transformations de l&#8217;activité et de la subjectivité au travail, des conditions et de l&#8217;organisation du travail, de la fragilisation des statuts d’emploi ? Comment combiner interprétations constructivistes et objectivistes de ces phénomènes ?</p>
<p>Nombre d&#8217;angles morts de la connaissance des liens entre santé et travail tiennent à la construction institutionnelle du système de santé au travail. Tel est le cas des questions de chômage et de précarité de l&#8217;emploi, du rôle du genre, des effets des parcours et évènements de santé sur la vie professionnelle, ou encore de l&#8217;activité de travail comme ressource de santé. Parfois ces angles morts se cumulent. Du fait de leur assignation prioritaire à la sphère domestique, les parcours professionnels féminins intègrent pourtant plus explicitement les parcours familiaux et les évènements de santé qui s&#8217;y jouent. Plus largement la manière dont l&#8217;activité de travail et la vie professionnelle autorisent ou non une santé fragilisée est peu étudiée. De même, les catégories de travailleurs les plus précarisés et dominés ne sont-il pas trop souvent « hors champ » ? Ici, des propositions qui entrent dans la thématique du dossier au travers d’enquêtes auprès de femmes, de jeunes, de groupes issus des migrations sont attendues. Par exemple, pour les travailleuses du care ou les travailleuses du sexe, deux catégories souvent doublement dominées comme femmes et comme immigrées, les enjeux de santé sont particulièrement prégnants tout en faisant l’objet de dénis multiples.</p>
<p>Quels sont les liens entre mobilisations collectives et pratiques individuelles dans le domaine de la santé au travail . Ce domaine fait l&#8217;objet surtout de régulations et de protections « individuelles » – même si ces dernières sont inscrites dans des cultures collectives, dont des cultures de métier – mais aussi, parfois, de mobilisations collectives. Les contributions sur ces deux plans sont précieuses. Plus encore quand elles permettent ce comprendre les conditions du passage de la première à le seconde des scènes. Inversement, dans quels contextes et pour quelles catégories de salariés apparaissent de nouvelles « impossibilités » de l&#8217;expression collective ? Dans quelles conditions des plaintes individuelles sont transposées en revendications collectives, portée par les organisations syndicales ? En retour, comment la mise en forme collective et institutionnelle des enjeux individuels de santé « transforme » les expressions individualisées de souffrance ou de plainte ?</p>
<p>Les contributions pourront porter également sur le rôle de certains acteurs sociaux, dans la mise en (in)visibilité des liens travail-santé et la (re)connaissance des risques et pathologies professionnelles : syndicats de salariés, CHSCT, patronat, administrations, associations de victimes, réseaux d&#8217;experts et de syndicalistes. Des articles sur le rôle nouveau de l&#8217;expertise et des experts, des préventeurs, la place nouvelle prise par le droit, sur la manière dont les entreprises « gèrent » ou instrumentalisent les enjeux de santé au travail, sur les dispositifs et les indicateurs mobilisés au sein des organisations, sont également attendus. Ou bien encore, les articles pourront porter sur les dimensions régionales de la santé au travail. La manière dont les savoirs scientifiques et experts – en particulier d&#8217;ordre statistique – sont produits, et ré-appropriés par les acteurs mérite également une approche critique.</p>
<p>Jusqu&#8217;où l&#8217;élargissement des prérogatives des représentants des salariés dans le champ des conditions d&#8217;hygiène et de sécurité au travail, et le passage d&#8217;un régime assurantiel à une obligation de prévention et de sécurité de résultat de la part des employeurs peuvent interpeller le principe de la subordination salariale ? Quelle est la réalité et la portée du déplacement vers la sphère de la « santé publique » des questions de santé au travail, traditionnellement largement cantonnées dans la sphère de la négociation collective ?</p>
<h3>Les articles sont à adresser à la revue, avant le 20 juin 2013, à l’adresse suivante : nrtravail@gmail.com.</h3>
<p style="padding-left: 30px;"><em>La Nouvelle Revue du Travail</em> est une revue scientifique dont les auteurs, chercheurs ou praticiens, s’adressent au public académique et à celui des entreprises et des administrations publiques, à un moment où l’enseignement supérieur forme plus d’intervenants que de chercheurs. Le travail est pensé comme une notion transversale au carrefour des différents courants de la sociologie. La revue est ouverte à toutes les disciplines dès lors que les auteurs traitent du travail (au sens large). La nouvelle revue du travail s’intéresse au travail à l’échelle internationale ; elle encourage le bilinguisme en diffusant des articles publiés dans une des grandes langues internationales et en français. La revue est publiée deux fois par an, en accès libre et en texte intégral, sur http://nrt.revues.org. Les articles sont anonymisés et soumis à deux évaluations. Les recommandations aux auteurs pour la présentation et l’anonymisation des articles (entre 35 000 et 50 000 signes) doivent être consultées ici : http://nrt.revues.org/531.</p>
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		</item>
		<item>
		<title>Colloque : Bourdieu et le travail, les 13 et 14 décembre 2012</title>
		<link>http://nrt.hypotheses.org/312</link>
		<comments>http://nrt.hypotheses.org/312#comments</comments>
		<pubDate>Wed, 05 Dec 2012 14:09:13 +0000</pubDate>
		<dc:creator>nrt</dc:creator>
				<category><![CDATA[Actualités / News]]></category>
		<category><![CDATA[Bourdieu]]></category>
		<category><![CDATA[colloque]]></category>
		<category><![CDATA[travail]]></category>

		<guid isPermaLink="false">http://nrt.hypotheses.org/?p=312</guid>
		<description><![CDATA[Un colloque international « Bourdieu et le travail » se tiendra à Paris, les 13 et 14 décembre prochains, site CNRS Pouchet. 59/61 rue Pouchet 75849 Paris cedex 17 Programme complet sur le carnet Echos du travail Comité Scientifique Osvaldo Battistini (UBA-Piette Conicet) / Stéphane Beaud (ENS-EHESS) / Michael Burawoy (Université de Berkeley) / Paul Bouffartigue (LEST) / Sébastien Chauvin (Université d’Amsterdam) / Jean-Pierre Faguer (CESSP-EHESS) / Pierre Fournier (LAMES-Université Aix-Marseille) / Michel Gollac (CREST) / Nicolas Hatzfeld (IDHE-Université d’Evry Val d’Essonne) / Annie [...]]]></description>
				<content:encoded><![CDATA[<p><img class="alignright" title="Colloque Bourdieu et le travail" 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" alt="" width="318" height="475" />Un colloque international « Bourdieu et le travail » se tiendra à Paris, les 13 et 14 décembre prochains, site CNRS Pouchet.</p>
<p>59/61 rue Pouchet</p>
<p>75849 Paris cedex 17</p>
<p>Programme complet sur le carnet <a href="http://echosdutravail.hypotheses.org/957" target="_blank">Echos du travail</a></p>
<h2>Comité Scientifique</h2>
<p>Osvaldo Battistini (UBA-Piette Conicet) / Stéphane Beaud (ENS-EHESS) / Michael Burawoy (Université de Berkeley) / Paul Bouffartigue (LEST) / Sébastien Chauvin (Université d’Amsterdam) / Jean-Pierre Faguer (CESSP-EHESS) / Pierre Fournier (LAMES-Université Aix-Marseille) / Michel Gollac (CREST) / Nicolas Hatzfeld (IDHE-Université d’Evry Val d’Essonne) / Annie Lamanthe (LEST) / Cédric Lomba (CRESPPA-CSU CNRS) / Gérard Mauger (CESSP-EHESS) / Michel Pialoux (CESSP-EHESS) / Gwenaële Rot (IDHE-Paris Ouest) / Delphine Serre (CESSP-Paris 1) / Yasmine Siblot (CRESPPA-CSU-Paris 8) et Marcos Supervielle (Universidad de la República, Montevideo).</p>
<h2>Comité d’organisation</h2>
<p>Paul Bouffartigue (LEST, Aix-en-Provence) / Gérard Mauger (CESSP, EHESS) / Maxime Quijoux (IDHE-ENS Cachan).</p>
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