Message Exchange Games in Strategic Contexts.

When two people engage in a conversation, knowingly or unknowingly, they are playing a game. Players of such games have diverse objectives, or winning conditions: an applicant trying to convince her potential employer of her eligibility over that of a competitor, a prosecutor trying to convict a def...

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Publicado en:Journal of Philosophical Logic Vol. 46; no. 4; pp. 355 - 405
Autores principales: Asher, Nicholas, Paul, Soumya, Venant, Antoine
Formato: Artículo
Publicado: Springer Nature Aug2017
Materias:
Acceso en línea:Ver este registro en EBSCOhost
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          Asher, Nicholas
          Paul, Soumya
          Venant, Antoine
        affil:
          CNRS , IRIT , Toulouse France
          Université de Toulouse 3, IRIT , Toulouse France
      su:
        Conversation analysis
        Game theory
        Dialogue
        Language & culture
        Reasoning
      sug:
        subj:
          Conversation analysis
          Game theory
          Dialogue
          Language & culture
          Reasoning
      keyword:
        Philosophy of language
        Strategic reasoning
      ab: When two people engage in a conversation, knowingly or unknowingly, they are playing a game. Players of such games have diverse objectives, or winning conditions: an applicant trying to convince her potential employer of her eligibility over that of a competitor, a prosecutor trying to convict a defendant, a politician trying to convince an electorate in a political debate, and so on. We argue that infinitary games offer a natural model for many structural characteristics of such conversations. We call such games message exchange games, and we compare them to existing game theoretic frameworks used in linguistics-for example, signaling games-and show that message exchange games are needed to handle non-cooperative conversation. In this paper, we concentrate on conversational games where players' interests are opposed. We provide a taxonomy of conversations based on their winning conditions, and we investigate some essential features of winning conditions like consistency and what we call rhetorical cooperativity. We show that these features make our games decomposition sensitive, a property we define formally in the paper. We show that this property has far-reaching implications for the existence of winning strategies and their complexity. There is a class of winning conditions (decomposition invariant winning conditions) for which message exchange games are equivalent to Banach- Mazur games, which have been extensively studied and enjoy nice topological results. But decomposition sensitive goals are much more the norm and much more interesting linguistically and philosophically.
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      doctype: Article
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    language: English
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