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Partial structures of preference
Fuzzy preference relations in group decision making
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Ajeuiq Allais Paradox axioms Azznf Azznj Bezdek biorder Blin Borda count choice functions consider convex convex combination crisp cycle decision theory defined definition degree denote Doignon Edited equivalent example exists expected utility finite set Fishburn fuzzy binary relation fuzzy numbers fuzzy preference relation fuzzy relation Fuzzy Sets fznzy given graph group decision group fuzzy preference implies individual fuzzy preference individual preferences interval graph interval orders Kacprzyk linear linguistic quantifiers Luce mappings f Mathematical Psychology max-min transitivity method minimax Monjardet monotone Nurmi obtain Ovchinnikov P U Q U I P,Q,I}-structure Pareto set picycle preference order procedures Proof properties Proposition qasqns qeqq rank real number real-valued mappings relation satisfying Roubens and Vincke semiorders Sets and Systems Spillman stochastic transitivity strict partial order strongly transitive subset theorem thresholds-structure transitive relation TUV Rheinland utility values valued relation voters