Coombs' method

Coombs' method is a ranked voting system. Like instant-runoff (IRV-RCV), Coombs' method is a sequential-loser method, where the last-place finisher according to one method is eliminated in each round. However, unlike in instant-runoff, each round has electors voting against their least-favorite candidate; the candidate ranked last by the most voters is eliminated.[1]

The method fails several voting system criteria, including Condorcet's majority criterion, monotonicity, participation, and clone-independence.[2][3] However, it does satisfy Black's single-peaked median voter criterion.[1]: prop. 2 

  1. ^ a b Grofman, Bernard; Feld, Scott L. (2004-12-01). "If you like the alternative vote (a.k.a. the instant runoff), then you ought to know about the Coombs rule". Electoral Studies. 23 (4): 641–659. doi:10.1016/j.electstud.2003.08.001. ISSN 0261-3794.
  2. ^ Nurmi, Hannu (1983-04-01). "Voting Procedures: A Summary Analysis". British Journal of Political Science. 13 (2). Cambridge University Press: 181–208. doi:10.1017/S0007123400003215. Retrieved 2024-05-19.
  3. ^ Nurmi, Hannu (2012-12-06). Comparing Voting systems. Theory and Decision Library A. Vol. 3 (Illustrated ed.). Springer Dordrecht. p. 209. doi:10.1007/978-94-009-3985-1. ISBN 9789400939851.

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