Introduction à l'analyse de la télévision françois jost télécharger // westandwithjonwaters.com

Sémiotique et télévision, expérience et médiation, genres du média et croyances du spectateur. Le point, à partir de F.Jost. Télécharger Introduction à l'analyse de la télévision Livre PDF Gratuit >> Cliquez Pour Télécharger <<- Introduction à l'analyse de la télévision. ›› Sciences humaines › Médias et communicationTranslate this pageRetrouvez Introduction à l'analyse de la télévision et des millions de livres en. Biographie de François Jost François Jost est professeur à la Sorbonne Nouvelle-Paris III, où il dirige le centre d'étude des images et des sons médiatiques. Il a publié de nombreux ouvrages sur le cinéma et la télévision, pour lesquels il a aussi réalisé des films et écrit des scénarios.

Introduction à l'analyse de la télévision Français Broché – 12 décembre 2007 de François Jost Auteur › Consulter la page François Jost d'Amazon. Trouver tous les livres, en savoir plus sur l'auteur. Voir résultats de recherche pour cet auteur. Etes-vous un auteur? Infos sur La Plate-forme Auteurs. François Jost Auteur Voir les formats et éditions Masquer les autres.

Biographie de François Jost Français JOST est Professeur des Universités à la Sorbonne Nouvelle-Paris III, où il dirige le Centre d'Étude des Images et des Sons Médiatiques. Il a publié de nombreux ouvrages sur le cinéma et la télévision, pour lesquels il a aussi réalisé des films et écrit des scénarios.</plaintext></p> <p>François Jost,Introduction à l’analyse de la télévision, Paris, Ellipses, 2004 II e éd. revue et augmentée; I re éd. 1999, pages 174. Gian Maria Tore. Publié en ligne le 04 juillet 2006. Estelle Lebel, « François JOST 1999 Introduction à l’analyse de la télévision / François JOST 2000 La télévision du quotidien. Entre réalité et fiction », Communication, Vol. 22/1 2003, 206-209. Référence électronique. Noté /5. Retrouvez Introduction à l'analyse de la télévision et des millions de livres en stock sur. Achetez neuf ou d'occasion. Si Introduction à l 'analyse de la télévision est le dernier ouvrage de F. Jost, c'est aussi son premier livre dit de « vulgarisation » méthodologique, destiné à un public débutant dans l'analyse des émissions de télévision. Cependant, il ne faut pas y voir une rupture avec ses travaux antérieurs: au contraire il apparaît que Introduction à l'analyse de la télévision n'est. Introduction à l'analyse de la télévision: Auteur: François Jost: ISBN-10: 2729836403: Date de publication: 14/12/2007: Livres Format: eBook PDF ePub: Catégories: fiction: Mots clés: Introduction l'analyse télévision: Évaluation des clients: 4.3 étoiles sur 5 de 280 Commentaires client: Nom de fichier: introduction-à-l-analyse-de-la.</p> <p>François Jost: œuvres 59 ressources dans data. Œuvres textuelles 35. Introduction à l'analyse de la télévision 1999 Le temps d'un regard, du spectateur aux images 1998 La télévision française au jour le jour 1994 Un.</p><img 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