Ranked Choice Including Pairwise Elimination: Difference between revisions

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Mutual majority: add link to sequential loser-elimination method article for mutual majority proof

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Revision as of 02:24, 23 April 2022 (view source) RobLa (talk \| contribs) (Linking to 2009 Burlington mayoral election here on electowiki, rather than the English Wikipedia article) ← Older edit		Latest revision as of 10:18, 25 May 2022 (view source) Kristomun (talk \| contribs) m (Mutual majority: add link to sequential loser-elimination method article for mutual majority proof)
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Line 106: * [[Condorcet loser criterion\|Condorcet loser]]: pass * [[Majority criterion\|Majority]]: ~~fail~~pass▼ * [[Majority loser criterion\|Majority loser]]: ~~fail~~pass▼ * Mutual majority: [[Sequential loser-elimination method#Criteria\|pass]] * Resolvable: pass * Polytime: pass Line 112 ⟶ 115: * [[Condorcet criterion\|Condorcet]]: fail ▲* [[Majority criterion\|Majority]]: fail ▲* [[Majority loser criterion\|Majority loser]]: fail * Mutual majority: fail * [[Smith criterion\|Smith]]/[[ISDA]]: fail * Cloneproof: fail▼ * LIIA: fail * IIA: fail ▲* Cloneproof: fail * Monotone: fail * Consistency: fail Line 127: * Participation: fail * No favorite betrayal: fail ~~It is~~* [[Summability criterion\|~~summable~~Summable]]: ~~with O(N<sup>2</sup>).~~fail▼ ▲It is [[Summability criterion\|summable]] with O(N<sup>2</sup>). == RCIPE STV == Line 147 ⟶ 146: If a jurisdiction has laws that allow a ballot to have decimal influence amounts that range between zero and one, the above rules can be simplified to use decimal influence values. == External links == * [https://github.com/cpsolver/VoteFair-ranking-cpp/blob/master/rcipe_stv.cpp RCIPE_STV software that calculates RCIPE and RCIPE STV methods] [[Category:Sequential loser-elimination methods]] [[Category:Ranked voting methods]]