Reducing informational costs in endowment mechanisms

Author:

Hong Lu,Page Scott E.

Publisher

Springer Science and Business Media LLC

Subject

General Economics, Econometrics and Finance,General Economics, Econometrics and Finance

Reference11 articles.

1. Groves, T. and J. Ledyard, 1987, Incentive compatibility since 1972, in: T. Groves, R. Radner and S. Reiter, eds., Information, incentives, and economic mechanisms, University of Minnesota Press.

2. Hurwicz, L., 1972, On the informationally decentralized systems, in: R. Radner and C.B. McGuire, eds., Decision and organization, North-Holland.

3. Hurwicz, L., 1986, On information decentralization and efficiency in resource allocation mechanisms, in: S. Reiter, ed., Studies in mathematical economics, The Mathematical Association of America.

4. Hurwicz, L., E. Maskin and A. Postlewaite, 1984, Feasible implementation of social choice correspondences by Nash equilibrium, Mimeo.

5. Jordan, J., 1982, The competitive allocation process is informationally efficient uniquely, Journal of Economic Theory 28, 1–18.

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1. Feasible Nash Implementation of Social Choice Rules When the Designer Does Not Know Endowments;Studies in Economic Design;2019

2. Mechanism design with weaker incentive compatibility constraints;Games and Economic Behavior;2006-07

3. Chapter 61 Implementation theory;Handbook of Game Theory with Economic Applications;2002

4. Feasible Nash Implementation of Social Choice Rules When the Designer Does not Know Endowments or Production Sets;The Economics of Informational Decentralization: Complexity, Efficiency, and Stability;1995

5. Implementation with unknown endowments in a two-trader pure exchange economy;Advances in Mathematical Economics

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