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On characterization of credibilistic equilibria of fuzzy-payoff two-player zero-sum game

机译:模糊支付两人零和博弈的可信度均衡刻画

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摘要

Harsanyi pointed out that “the player may lack full information about the other players’ (or even his own) payoffs, etc.” In this paper, we investigate the two-player zero-sum game, in which the payoffs are interpreted as fuzzy variables due to incomplete information. Based on the credibility theory, we employ three decision criteria to define the behaviors of the players in different decision situations. Accordingly, three definitions of Nash equilibria, called credibilistic equilibria, are proposed. Besides the existence theorem of the three credibilistic equilibria, we also discuss their relationships to illustrate the significance of the proposed credibilistic equilibria.
机译:Harsanyi指出:“玩家可能缺乏有关其他玩家(甚至他自己)的收益等的完整信息。”在本文中,我们研究了两人零和博弈,其中由于信息不完整,收益被解释为模糊变量。基于可信度理论,我们采用三个决策标准来定义玩家在不同决策情况下的行为。因此,提出了纳什均衡的三种定义,称为可信度均衡。除了三个可信度均衡的存在性定理之外,我们还讨论了它们之间的关系,以说明拟议的可信度均衡的重要性。

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