Existence of Order-Preserving Functions for Nontotal Fuzzy Preference Relations under Decisiveness
Copyright policy )Existence of Order-Preserving Functions for Nontotal Fuzzy Preference Relations under Decisiveness
Looking at decisiveness as crucial, we discuss the existence of an order-preserving function for the nontotal crisp preference relation naturally associated to a nontotal fuzzy preference relation. We further present conditions for the existence of an upper semicontinuous order-preserving function for a fuzzy binary relation on a crisp topological space.
- University of Brescia Italy
- University of Trieste Italy
Reasoning under uncertainty in the context of artificial intelligence, Decision theory, order-preserving function, maximal element, fuzzy binary relation, fuzzy Suzumura consistency, QA1-939, fuzzy binary relation, fuzzy Suzumura consistency, order-preserving function, maximal element, Theory of fuzzy sets, etc., Mathematics
Reasoning under uncertainty in the context of artificial intelligence, Decision theory, order-preserving function, maximal element, fuzzy binary relation, fuzzy Suzumura consistency, QA1-939, fuzzy binary relation, fuzzy Suzumura consistency, order-preserving function, maximal element, Theory of fuzzy sets, etc., Mathematics
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