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Plurality-rule family

From Wikipedia, the free encyclopedia

The plurality-rule family of voting methods is a system of ranked voting rules based on, and closely-related to, first-preference plurality.[1] These rules include Instant-runoff (ranked choice) voting, and descending acquiescing coalitions. The two-round system and exhaustive ballot are non-ranked election systems that use plurality to determine winners in a similar way.

Systems in the plurality-rule family share several major features like center squeeze and tend to produce similar results. It is often contrasted with the two other major families of voting rules, the evaluative rules and the majority (or Condorcet) rules.

References

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  1. ^ Aubin, Jean-Baptiste; Gannaz, Irène; Leoni-Aubin, Samuela; Rolland, Antoine (July 2024). A simulation-based study of proximity between voting rules.