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- Schwartz_set abstract "In voting systems, the Schwartz set is the union of all Schwartz set components. A Schwartz set component is any non-empty set S of candidates such that Every candidate inside the set S is pairwise unbeaten by every candidate outside S; and No non-empty proper subset of S fulfills the first property.A set of candidates that meets the first requirement is also known as an undominated set.The Schwartz set provides one standard of optimal choice for an election outcome. Voting systems that always elect a candidate from the Schwartz set pass the Schwartz criterion. The Schwartz set is named for political scientist Thomas Schwartz.".
- Schwartz_set wikiPageExternalLink Maximal_elements_algorithms.
- Schwartz_set wikiPageID "273588".
- Schwartz_set wikiPageRevisionID "549755512".
- Schwartz_set hasPhotoCollection Schwartz_set.
- Schwartz_set subject Category:Voting_theory.
- Schwartz_set comment "In voting systems, the Schwartz set is the union of all Schwartz set components. A Schwartz set component is any non-empty set S of candidates such that Every candidate inside the set S is pairwise unbeaten by every candidate outside S; and No non-empty proper subset of S fulfills the first property.A set of candidates that meets the first requirement is also known as an undominated set.The Schwartz set provides one standard of optimal choice for an election outcome.".
- Schwartz_set label "Schwartz set".
- Schwartz_set label "Schwartz-Menge".
- Schwartz_set sameAs Schwartz-Menge.
- Schwartz_set sameAs m.01p19d.
- Schwartz_set sameAs Q1592055.
- Schwartz_set sameAs Q1592055.
- Schwartz_set wasDerivedFrom Schwartz_set?oldid=549755512.
- Schwartz_set isPrimaryTopicOf Schwartz_set.