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Research map / Learning theory and algorithms / Submodular and game algorithms

Proportional Decisions in Perpetual Voting

AAAI 2023 · Learning theory and algorithms › Submodular and game algorithms · approach: Committee voting rules · 8 citations (OpenAlex)

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Measured effects reported in the paper

What was changedWhereMeasuredEffect
Use Perpetual Consensus, which distributes a decision's cost equally among approving votersPerpetual voting · Perpetual votingupper quota for closed groups (UQC)Helped
Use Perpetual Consensus instead of a rule required to satisfy lower quotaPerpetual voting · Perpetual votinglower quota for closed groups (LQC)Hurt
Use Perpetual Phragmén's load-balancing procedurePerpetual voting · Perpetual votinglower quota for closed groups (LQC)Helped
Use Perpetual Phragmén's load-balancing procedurePerpetual voting · Perpetual votingupper quota for closed groups (UQC)Hurt
Use Perpetual Phragmén's load-balancing procedurePerpetual voting · Perpetual votingperpetual priceabilityHelped
Use a win-based WAM rather than a rule that satisfies lower quotaPerpetual voting · Perpetual votinglower quota for closed groups (LQC)Hurt
Use a win-based WAM rather than a rule that satisfies upper quotaPerpetual voting · Perpetual votingupper quota for closed groups (UQC)Hurt
Use a loss-based WAMPerpetual voting · Simple decision sequencessimple proportionalityHurt
Use a win-based or loss-based WAMPerpetual voting · Perpetual votingbounded dry spellsHurt
Use a win-based WAM with a sequence satisfying the stated characterizationWin-based WAMs · Simple decision sequencessimple proportionalityHelped
Require both perpetual priceability and UQCPerpetual voting rules · Perpetual votingsimultaneous satisfaction of priceability and UQCHurt
Use Perpetual Phragmén's load-balancing procedurePerpetual voting · Perpetual votingdry spell guarantee: 2n − 1Helped

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