Harsanyi 19671968 information asym etrique espace des

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– Harsanyi (1967–1968) : information asym´ etrique (espace des types) – Aumann et Maschler (1966, 1967); Stearns (1967); Aumann et al. (1968) : jeux ep´ et´ es ` a information incompl` ete
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Th´ eorie des jeux Introduction et th´ eorie de la d´ ecision – Selten (1965, 1975), Kreps et Wilson (1982) : raffinements d’´ equilibre – Harsanyi (1967–1968) : information asym´ etrique (espace des types) – Aumann et Maschler (1966, 1967); Stearns (1967); Aumann et al. (1968) : jeux ep´ et´ es ` a information incompl` ete – Aumann (1974, 1987) : ´ equilibre corr´ el´ e, justification ´ epist´ emique des ´ equilibres
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Th´ eorie des jeux Introduction et th´ eorie de la d´ ecision – Selten (1965, 1975), Kreps et Wilson (1982) : raffinements d’´ equilibre – Harsanyi (1967–1968) : information asym´ etrique (espace des types) – Aumann et Maschler (1966, 1967); Stearns (1967); Aumann et al. (1968) : jeux ep´ et´ es ` a information incompl` ete – Aumann (1974, 1987) : ´ equilibre corr´ el´ e, justification ´ epist´ emique des ´ equilibres – Lewis (1969), Aumann (1976) : connaissance commune
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Th´ eorie des jeux Introduction et th´ eorie de la d´ ecision – Selten (1965, 1975), Kreps et Wilson (1982) : raffinements d’´ equilibre – Harsanyi (1967–1968) : information asym´ etrique (espace des types) – Aumann et Maschler (1966, 1967); Stearns (1967); Aumann et al. (1968) : jeux ep´ et´ es ` a information incompl` ete – Aumann (1974, 1987) : ´ equilibre corr´ el´ e, justification ´ epist´ emique des ´ equilibres – Lewis (1969), Aumann (1976) : connaissance commune – Hurwicz, Maskin et Myerson (prix Nobel d’´ economie 2007) : Th´ eorie des ecanismes
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Th´ eorie des jeux Introduction et th´ eorie de la d´ ecision Th´ eorie de la d´ ecision
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Th´ eorie des jeux Introduction et th´ eorie de la d´ ecision Th´ eorie de la d´ ecision Pr´ e-requis ` a l’analyse des d´ ecisions interactives (jeux) : connaˆ ıtre les fondements th´ eoriques et les outils permettant l’analyse des d´ ecisions individuelles (rationnelles) dans les situations incertaines/risqu´ ees, c’est-` a-dire dont les cons´ equences ne sont pas parfaitement connues par le preneur de d´ ecision.
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Th´ eorie des jeux Introduction et th´ eorie de la d´ ecision Th´ eorie de la d´ ecision Pr´ e-requis ` a l’analyse des d´ ecisions interactives (jeux) : connaˆ ıtre les fondements th´ eoriques et les outils permettant l’analyse des d´ ecisions individuelles (rationnelles) dans les situations incertaines/risqu´ ees, c’est-` a-dire dont les cons´ equences ne sont pas parfaitement connues par le preneur de d´ ecision. Environnement certain : Pr´ ef´ erence followsequal sur les cons´ equences C
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Th´ eorie des jeux Introduction et th´ eorie de la d´ ecision Th´ eorie de la d´ ecision Pr´ e-requis ` a l’analyse des d´ ecisions interactives (jeux) : connaˆ ıtre les fondements th´ eoriques et les outils permettant l’analyse des d´ ecisions individuelles (rationnelles) dans les situations incertaines/risqu´ ees, c’est-` a-dire dont les cons´ equences ne sont pas parfaitement connues par le preneur de d´ ecision.
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