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)
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Gradoux X. & Jacquin J. (dirs.), "L’organisation de l’interaction au niveau d’analyse intermédiaire / The organization of interaction at the intermediate level of analysis", Bulletin Suisse de Linguistique Appliquée, n° 101, 2015.
Cette publication constitue un prolongement de la précédente (Cahiers de l'ILSL, n°41). Elle poursuit la réflexion entamée en déplaçant le focus de la problématique des unités et du niveau intermédiaires à celle des processus qui font émerger ces unités et ce niveau en les rendant ainsi appréhendables pour les participants aux interactions, à toutes fins pratiques. Autrement dit, il s’agit d’observer, empiriquement, comment les participants pointent eux-mêmes un au-delà de leurs (inter)actions locales, et ce jusqu’à montrer leur participation à une rencontre de tel ou tel type. Outre l'introduction des éditeurs, le volume réunit des contributions de Letizia Caronia, Virginie Fasel Lauzon, Laurent Filliettaz, Laurent Gajo, Renata Galatolo, Anne Grobet, Gilles Merminod, Lorenza Mondada, Gabriela Steffen, Hanna Svensson, Véronique Traverso, Biagio Ursi, Nynke Van Schepen et Erika Vassallo.
Site de l'éditeur
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) 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Gradoux X., Jacquin J. & Merminod G. (dirs.) 2015, Agir dans la diversité des langues. Mélanges en l'honneur d'Anne-Claude Berthoud, Bruxelles, De Boeck, 2015.
Le présent volume souhaite rendre hommage à Anne-Claude Berthoud et à sa carrière marquée par ce qui constitue à la fois un objet de recherche et une ambition : agir dans la diversité des langues.
Professeure honoraire de l’Université de Lausanne, Anne-Claude Berthoud a été responsable des chaires de linguistique générale et appliquée à partir de 1982. Son parcours scientifique et académique, caractérisé par une implication généreuse dans l’enseignement de la pragmatique et de l'acquisition des langues et par le dynamisme des recherches conduites, met au cœur de la réflexion la force agissante du langage, conjuguée en trois orientations complémentaires : agir en termes d’opérations énonciatives, agir de façon située dans l’interaction verbale et agir de façon plus globale dans les institutions sociales. Chez Anne-Claude Berthoud, ce paradigme de l'action est toujours doublé d'un intérêt pour la diversité des langues dont la comparaison permet de dégager le fonctionnement du langage en général.
Retraçant un parcours scientifique singulier, cet ouvrage témoigne des évolutions de la linguistique de ces quarante dernières années, marquée par une prise en compte croissante du contexte et de l’usage du langage à des fins communicatives. Les chapitres de ce volume d’hommage, rédigés par des chercheurs d’horizons différents, abordent tant des problèmes de théorie et de description linguistiques (référence, rapports entre langue, communication et interaction) que des questions liées à la diversité des langues (acquisition, plurilinguisme et politique linguistique). Ils offrent ainsi un éclairage pertinent sur la recherche actuelle en linguistique.
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