Intuitionistic Fuzzy Measures: Theory and Applications
This book is the outcome of about eight years of work performed by the author largely in the field of intuitionistic fuzzy set theory and more in depth on intuitionistic fuzzy measures presented from a point of view characteristic for pure mathematics. The purpose of the book is to present a continuation of studies conducted focusing mainly on measures that evaluate intuitionistic fuzzy sets by real values and crisp sets by intuitionistic fuzzy values.
What people are saying - Write a review
We haven't found any reviews in the usual places.
A-measurable additive algebra Atanassov Butnariu-Klement 38 called chain variation classical measure classical sets concepts Corollary countable countable TM-additive crisp sets decomposable fuzzy measure defined Definition denote discrete intuitionistic fuzzy disjoint distributive with respect Example exists family of intuitionistic finite or countable fuzzy integral fuzzy set function fuzzy set theory fuzzy-valued fuzzy measure G-algebra implies index set infv integral with respect intuitio intuitionistic fuzzy entropy intuitionistic fuzzy sets intuitionistic fuzzy t-norm intuitionistic fuzzy-valued fuzzy intuitionistic fuzzy-valued possibility intuitionistic fuzzy-valuedfuzzy measure Let A„)neN m(AUB measurable function measurable intuitionistic measurable space measure on intuitionistic monotone null-additive obtain Open Problem passing to supremum preimage Proof prove representable intuitionistic fuzzy respect to intuitionistic sequence of intuitionistic Sugeno integral superadditive supv t-conorm T-disjoint T-partition uniformly autocontinuous valued fuzzy measure Wang-Klir x.pA