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Published July 1983 | Version Submitted
Working Paper Open

Classification of Voting Games on Manifolds

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Abstract

A voting game σ is classified by two integers v*(σ),w*(σ),(v*(σ) < w*(σ)). In dimension < w*(σ) the existence of the σ-core is structurally stable (in the c^1-topology on smooth profiles); in dimension > v*(σ) the emptiness of the σ-core is structurally stable.

Additional Information

Thanks are due to Gary Cox, of the University of Texas at Austin, for making available some of his unpublished work. The results presented here are much influenced by Cox's work.

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Submitted - sswp488.pdf

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Identifiers

Eprint ID
81714
Resolver ID
CaltechAUTHORS:20170921-155506701

Dates

Created
2017-09-22
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Updated
2019-10-03
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Caltech Custom Metadata

Caltech groups
Social Science Working Papers
Series Name
Social Science Working Paper
Series Volume or Issue Number
488