直接机制中的健壮实现

D. Bergemann, S. Morris
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引用次数: 116

摘要

如果存在一种机制,在这种机制下,迭代消除严格支配信息的过程会导致与每种类型的所有信念的社会选择函数一致的结果,那么社会选择函数就是稳健地可实现的。在具有单交叉偏好的价值相互依赖环境中,我们确定了偏好的收缩特性,该特性与严格的事后激励兼容性一起足以保证直接机制中的鲁棒实现。在包括间接机制在内的任何机制中,严格的事后激励兼容性和收缩性也是稳健实施所必需的。收缩性要求相互依存度不太高。在线性信号模型中,收缩性质等价于一个所有特征值都小于1的相互依赖矩阵。Wiley-Blackwell版权所有。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Robust Implementation in Direct Mechanisms
A social choice function is robustly implementable if there is a mechanism under which the process of iteratively eliminating strictly dominated messages lead to outcomes that agree with the social choice function for all beliefs at every type profile. In an interdependent-value environment with single-crossing preferences, we identify a contraction property on the preferences which together with strict ex post incentive compatibility is sufficient to guarantee robust implementation in the direct mechanism. Strict ex post incentive compatibility and the contraction property are also necessary for robust implementation in any mechanism, including indirect ones. The contraction property requires that the interdependence is not too high. In a linear signal model, the contraction property is equivalent to an interdependence matrix having all eigenvalues smaller than one. Copyright 2009, Wiley-Blackwell.
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