Maximal lotteries - Wikipedia
Maximal lotteries are a probabilistic voting rule that use ranked ballots and returns a lottery over candidates that a majority of voters will prefer, on average, to any other.[1] In other words, in a series of repeated head-to-head matchups, voters will (on average) prefer the results of a maximal lottery to the results produced by any other voting rule.
Maximal lotteries - Wikipedia Jump to content From Wikipedia, the free encyclopedia Probabilistic Condorcet method A joint Politics and Economics series Social choice and electoral systems Social choice Mechanism design Comparative politics Comparison List ( By country ) Single-winner methods Single vote – plurality methods First preference plurality (FPP) Two-round ( </span>"}]]}'> US : Jungle primary ) Partisan primary Instant-runoff </span>"}]]}'> UK : Alternative vote (AV) </span>"}]]}'> US : Ranked-choice (RCV) Party block voting Plurality block voting Condorcet methods Condorcet-IRV Roun
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