Landau set

http://dbpedia.org/resource/Landau_set

In voting systems, the Landau set (or uncovered set, or Fishburn set) is the set of candidates such that for every other candidate , there is some candidate (possibly the same as or ) such that is not preferred to and is not preferred to . In notation, is in the Landau set if , , . The Landau set is a nonempty subset of the Smith set. It was discovered by Nicholas Miller. rdf:langString
rdf:langString Landau set
xsd:integer 6152753
xsd:integer 1020697182
rdf:langString In voting systems, the Landau set (or uncovered set, or Fishburn set) is the set of candidates such that for every other candidate , there is some candidate (possibly the same as or ) such that is not preferred to and is not preferred to . In notation, is in the Landau set if , , . The Landau set is a nonempty subset of the Smith set. It was discovered by Nicholas Miller.
xsd:nonNegativeInteger 2201

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