From Posteriors to Priors Via Cycles: An Addendum

M. Hellwig
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引用次数: 8

Abstract

Rodrigues-Neto (2009) has shown that a given specification of posteriors of different players in an incomplete-information setting is compatible with a common prior if and only if the posteriors satisfy the so-called cycle equations. This note shows that, if, for any player, any element of the partition of this player has a nonempty intersection with any element of the partition of any other player, then it suffices to verify the cycle equations for all cycles of length 4 or less.
通过循环从后到前:附录
Rodrigues-Neto(2009)表明,当且仅当后验满足所谓的循环方程时,不完全信息环境中不同参与者的后验的给定规范与共同先验兼容。此注表明,如果对于任何参与人,该参与人分区的任何元素与任何其他参与人分区的任何元素有非空相交,则足以验证长度为4或更短的所有循环方程。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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