Aggregation and social choice: a mean voter theorem

 

Aggregation and social choice: a mean voter theorem

Abstract

Provides conditions under which the mean voter’s most preferred outcome is unbeatable according to a 64%-majority rule. In doing so introduces generalized concavity measures due to Prékopa (1971, 1973) and Borell (1975). which have broad applications in economics.

Publication Information

The Econometric Society

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