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Bayesian games with unawareness and unawareness perfection

机译:贝叶斯游戏具有无意识和无意识的完美

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摘要

Applying unawareness belief structures introduced in Heifetz, Meier, and Schipper (2013a), we develop Bayesian games with unawareness, define equilibrium, and prove existence. We show how equilibria are extended naturally from lower to higher awareness levels and restricted from higher to lower awareness levels. We apply Bayesian games with unawareness to investigate the robustness of equilibria to uncertainty about opponents' awareness of actions. We show that a Nash equilibrium of a strategic game is robust to unawareness of actions if and only if it is not weakly dominated. Finally, we discuss the relationship between standard Bayesian games and Bayesian games with unawareness.
机译:应用在Heifetz,Meier和Schipper(2013a)中引入的无意识信念结构,我们开发了无意识的贝叶斯博弈,定义了平衡并证明了存在。我们展示了均衡如何自然地从较低的认知水平扩展到较高的认知水平,并从较高的认知水平扩展到较低的认知水平。我们在不知情的情况下应用贝叶斯博弈来研究均衡性的鲁棒性,以解决对手对行动意识的不确定性。我们证明了,当且仅当它不是弱势支配者时,战略博弈的纳什均衡才能不采取行动。最后,我们不加讨论地讨论了标准贝叶斯游戏和贝叶斯游戏之间的关系。

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