The Journal of Politics

ARTICLES

Distributive Politics with Primaries

Shigeo Hiranoa1, James M. Snyder Jra2 and Michael M. Tinga3

a1 Columbia University

a2 Massachusetts Institute of Technology

a3 Columbia University

Abstract

We develop a model of electoral competition in which two parties compete for votes amongst three groups of voters. Each party first internally selects one of two candidates to run in a general election. Candidates within a party share a fixed ideological platform and can promise a distribution of a unit of public spending across groups. Without primary elections, the selection process is random. With primary elections, an ideologically friendly subset of the voters strategically chooses the candidate. In the basic model, primary elections cause politicians to cater to extreme groups rather than a moderate group with many “swing voters.” The amount promised to extreme groups is decreasing in the ideological polarization of those groups, while each party's probability of victory is increasing in the size and extremity of its favored group. We also find that an incumbency advantage reduces the amount promised to extremists, and therefore benefits moderates.

(Received January 21 2008)

(Accepted November 22 2008)

Footnotes

Shigeo Hirano is assistant professor of political science, Columbia University, New York, NY 10027.

James M. Snyder, Jr. is Arthur and Ruth Sloan professor of political science and economics, Massachusetts Institute of Technology and NBER, Cambridge, MA 02142.

Michael M. Ting is associate professor of political science and public affairs, Columbia University, New York, NY 10027.

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