Coalitional Bayesian Nash implementation in differential information economies |
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Authors: | Guangsug Hahn Nicholas C. Yannelis |
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Affiliation: | (1) Korea Economic Research Institute, Seoul, 150-756 KOREA (e-mail: hahn@keri.org) , KR;(2) Department of Economics, University of Illinois at Urbana-Champaign,Champaign, IL 61820, USA (e-mail: nyanneli@uiuc.edu) , US |
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Abstract: | ![]() Summary. A mechanism coalitionally implements a social choice set if any outcome of the social choice set can be achieved as a coalitional Bayesian Nash equilibrium of a mechanism and vice versa. We say that a social choice set is coalitionally implementable if there is a mechanism which coalitionally implements it. Our main theorem proves that a social choice set is coalitionally implementable if and only if it is interim individually rational, interim efficient, coalitional B ayesian incentive compatible, and satisfies a coalitional Bayesian monotonicity condition as well as a closure condition. As an application of our main result, we show that the private core and the private Shapley value of an economy with differential information are coalitionally implementable. Received: January 12, 1998; revised version: March 30, 2000 |
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Keywords: | and Phrases: Implementation Differential information Cooperative games Incentive compatibility Interim private core Interim private value. |
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