The Genericity of the McAfee-Reny Condition for Full Surplus Extraction in Models with a Continuum of Types

Author:

Gizatulina Alia,Hellwig Martin F.

Publisher

Elsevier BV

Reference19 articles.

1. M(T ?i )). In contrast to Theorem B.1 above, which generalizes Theorem 2.1, i.e., the result of McAfee and Reny (1992), strictly speaking, Theorem B.3 is not simply a generalization of Theorem 3.1. Besides enlarging the range of the belief functions under consideration, from M ? (T ?i ) to M(T ?i ), we are also endowing this range with a different topology;Theorem 3.1, M ? (T ?i ) was endowed with the topology of uniform convergence of density functions, but now we endow the larger space M(T ?i ) with the topology of weak convergence of probability measures. The induced subspace topology on M ? (T ?i ) is weaker than the topology of uniform convergence of density functions

2. On the genericity of full surplus extraction in mechanism design;Barelli References;J. of Econ. Theory,2009

3. Robust mechanism design;D S Bergemann;Econometrica,2005

4. Uniform Topologies on Types;Y Chen;Theoretical Economics,2010

5. The Genericity of Beliefs-Determine-Preferences Models Revisited;Y S Chen;Journal of Economic Theory,2011

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