Research map / Learning theory and algorithms / Submodular and game algorithms
Proportional Public Decisions
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Measured effects reported in the paper
| What was changed | Where | Measured | Effect |
|---|---|---|---|
| Use PAV for aggregating independent decisions | PAV · Public decisions without abstentions | proportional average representation: d(α) = α/2 · m − 1 | Helped |
| Use MES for aggregating independent decisions | MES · Public decisions without abstentions | proportionality | Helped |
| Use MES for aggregating independent decisions | MES · Public decisions without abstentions | proportional average representation: dMES(α) > α·(m+1) / 3 − 1 | Helped |
| Use PAV for aggregating decisions in cohesive groups | PAV · Cohesive groups without abstentions | proportional average representation: d(ℓ) > 3ℓ / 4 − 1 | Helped |
| Use PAV when voters may abstain | PAV · Public decisions with abstentions | proportional average representation: dPAV(α, r) > α·(r+1) / 2 − 1 − ϵ | Helped |
| Use coordinated bidding with equal shares instead of naive MES | MeCorA · Public decisions with abstentions | ϵ-proportionality: ϵ-proportional | Helped |
| Use coordinated bidding with equal shares | MeCorA · Cohesive groups with abstentions | proportionality for cohesive groups | Helped |
| Use naive MES when voters may abstain | MES · Public decisions with abstentions | proportionality | Hurt |
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