English, Article edition: GENERALIZED CORES AND STABLE SETS FOR FUZZY GAMES S. MUTO; S. ISHIHARA; E. FUKUDA; ...

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Bookmark: http://trove.nla.gov.au/version/144770
Physical Description
  • article
Language
  • English

Edition details

Title
  • GENERALIZED CORES AND STABLE SETS FOR FUZZY GAMES
Author
  • S. MUTO
  • S. ISHIHARA
  • E. FUKUDA
  • S. H. TIJS
  • R. BRÃNZEI
Physical Description
  • article
Notes
  • Core elements (a la Aubin) of a fuzzy game can be associated with additive separable supporting functions of fuzzy games. Generalized cores whose elements consist of more general separable supporting functions of the game are introduced and studied. While the Aubin core of unanimity games can be empty, the generalized core of unanimity games is nonempty. Properties of the generalized cores and their relations to stable sets are studied. For convex fuzzy games interesting properties are found such as the fact that the generalized core is a unique generalized stable set.
  • Cooperative game, core, stable set, decision making, fuzzy coalition, fuzzy game, dominance core, convex fuzzy game, 90D12, 03E72
  • RePEc:wsi:igtrxx:v:08:y:2006:i:01:p:95-109
Language
  • English
Contributed by
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