In particular, we depart from a large preference relation that is transitive w.r.t. the nilpotent minimum t-norm and decompose it into an indifference and ...
In particular, we depart from a large preference relation that is transitive w.r.t. the nilpotent minimum t-norm and decompose it into an indifference and ...
This work depart from a large preference relation that is transitive w.r.t. the nilpotent minimum t-norm and decompose it into an indifference and strict ...
In particular, we depart from a large preference relation that is transitive w.r.t. the nilpotent minimum t-norm and decompose it into an indifference and ...
A fuzzy preference relation is extended to six kinds of relations between fuzzy sets. The properties of the six extended relations are investigated. Especially, ...
Transitive decomposition of fuzzy preference relations: The case of ...
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1. DIAZ S, MONTES S, De Baets B. Transitive decomposition of fuzzy preference relations: The case of nilpotent minimum. KYBERNETIKA. 2004;40(1):71–88.
Transitivity is a fundamental notion in preference modelling. In this work we study this property in the framework of additive fuzzy preference structures.
Transitive decomposition of fuzzy preference relations: The case of nilpotent minimum. Díaz, S. Montes, S. De Baets, B. Journal: Kybernetika. ISSN: 0023-5954.
Title: Transitive decomposition of fuzzy preference relations: The case of nilpotent minimum ; ISSN: 0023-5954 ; Author: DIAZ, S · MONTES, S · De Baets, Bernard ...
Susana Díaz, Susana Montes, Bernard De Baets: Transitive decomposition of fuzzy preference relations: the case of nilpotent minimum.