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

Rank Aggregation Using Scoring Rules

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 Sequential-Winner rather than Sequential-Loser or Score with PluralityPlurality rank aggregation · Mallows profilesnormalized swap distance to Kemeny ranking: 0.004Helped
Use Sequential-Winner rather than Sequential-Loser or Score with PluralityPlurality rank aggregation · Euclidean profiles, d = 1normalized swap distance to Kemeny ranking: 0.43 versus 0.27Helped
Use Sequential-Loser or Score rather than Sequential-Winner with PluralityPlurality rank aggregation · Mallows profiles with normphi ≤ 0.3normalized swap distance to Kemeny rankingHurt
Use Borda scoring methodsBorda rank aggregation · Mallows profilesnormalized swap distance to Kemeny ranking: from 0 to around 0.1Mixed
Use Sequential-Loser rather than Sequential-Winner for PluralityRank aggregation · Top positionsagreement with Kemeny rankingHelped
Use Sequential-Winner rather than Sequential-Loser for PluralityRank aggregation · Bottom positionsagreement with Kemeny rankingHelped
Use Sequential-Winner rather than Sequential-Loser or Score with PluralityPlurality rank aggregation · Mallows profiles with normphi ≤ 0.3number of rounds with tiesHelped
Increase the number of votersPlurality and Borda rank aggregation · Mallows and Euclidean profilespairwise normalized swap distance between methodsHelped
Use Borda rather than PluralityScore, Sequential-Winner, and Sequential-Loser · Euclidean profilesagreement among the three methodsHelped

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