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- Smith_set abstract "In voting systems, the Smith set, named after John H. Smith, is the smallest non-empty set of candidates in a particular election such that each member defeats every other candidate outside the set in a pairwise election. The Smith set provides one standard of optimal choice for an election outcome. Voting systems that always elect a candidate from the Smith set pass the Smith criterion and are said to be "Smith-efficient".A set of candidates where every member of the set pair-wise defeats every member outside of the set is known as a dominating set.".
- Smith_set wikiPageExternalLink Maximal_elements_algorithms.
- Smith_set wikiPageID "215899".
- Smith_set wikiPageRevisionID "549754049".
- Smith_set hasPhotoCollection Smith_set.
- Smith_set subject Category:Voting_theory.
- Smith_set comment "In voting systems, the Smith set, named after John H. Smith, is the smallest non-empty set of candidates in a particular election such that each member defeats every other candidate outside the set in a pairwise election. The Smith set provides one standard of optimal choice for an election outcome.".
- Smith_set label "Smith set".
- Smith_set label "Zbiór Smitha".
- Smith_set sameAs Zbiór_Smitha.
- Smith_set sameAs m.01fl_4.
- Smith_set sameAs Q7545395.
- Smith_set sameAs Q7545395.
- Smith_set wasDerivedFrom Smith_set?oldid=549754049.
- Smith_set isPrimaryTopicOf Smith_set.