Further Comments on Majority Rule Under Transitivity Constraints

V. Joseph Bowman and C. S. Colantoni
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V. Joseph Bowman: Carnegie-Mellon University
C. S. Colantoni: Carnegie-Mellon University

Management Science, 1974, vol. 20, issue 11, 1441-1441

Abstract: In their note [Blin, J. M., A. B. Whinston. 1974. A note on majority rule under transitivity constraints. Management Sci. 20 (11) 1439-1440.], Blin and Whinston indicate that the linear integer programming formulation of the majority voting problem can also be formulated as a quadratic assignment problem. We wish to point out that both of these formulations are a result of the fact that majority decision functions can be linearized over the set of integer solutions to the linear program.

Date: 1974
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