A class of strategy-correlated equilibria in sender-receiver games
نویسنده
چکیده
This paper shows that the efficiency bound for communication equilibria identified by Goltsman, Hörner, Pavlov and Squintani [15] in the leading example of the CrawfordSobel model can be obtained with strategy-correlated equilibria, thus preserving privacy vis-à-vis the mediator. More generally, all equilibrium outcomes of the -noise model of Blume, Board and Kawamura [4], including outcomes with an uncountable infinity of equilibrium actions, can be obtained via strategy-correlated equilibria of the noise-free game. The occasional mismatch between the encoding and decoding rules used by sender and receiver in a strategy-correlated equilibrium can be interpreted as uncertainty about language use. ∗I am grateful to Françoise Forges, Maria Goltsman, Maxim Ivanov, Navin Kartik and Joel Sobel for comments. I am also indebted to two anonymous referees who have helped to substantially improve the paper.
منابع مشابه
Correlated Equilibria in Sender-Receiver Games∗
It is shown that the efficiency bound for communication equilibria identified by Goltsman, Hörner, Pavlov and Squintani [13] in the leading example of the Crawford-Sobel model can be obtained with strategy-correlated equilibria. Thus, unlike in earlier implementations of this bound, there is no need for communication to a mediator, for the sender’s message to the receiver to be garbled, or for ...
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ورودعنوان ژورنال:
- Games and Economic Behavior
دوره 75 شماره
صفحات -
تاریخ انتشار 2012