In this paper, using fuzzy complex valued functions and fuzzy complex valued fuzzy measures ([11]) and interval-valued Choquet integrals ([2-6]), we define Choquet integral with respect to a fuzzy complex valued fuzzy measure of a fuzzy complex valued function and investigate some basic properties of them. Key Words: fuzzy numbers, comonotonic, fuzzy complex numbers, fuzzy complex valued function, fuzzy complex valued fuzzy measures, Choquet integrals
Abstract—Fuzzy integrals have been used to fuse the evidence or opinions from a variety of sources. ...
Abstract In this paper, we define and study the basic properties of a fuzzy integral for fuzzy compl...
The aim of this study is to generalize moving average by means of Choquet integral. First, by employ...
Abstract. The generalized fuzzy valued -Choquet integrals will be estab-lished for the given -integr...
International audienceThis paper surveys the basic notions and most important results around fuzzy m...
International audienceThis paper surveys the basic notions and most important results around fuzzy m...
International audienceThis paper surveys the basic notions and most important results around fuzzy m...
This study introduces the Choquet integral of fuzzifying functions with respect to a fuzzy measure. ...
International audienceThis paper surveys the basic notions and most important results around fuzzy m...
International audienceThis paper surveys the basic notions and most important results around fuzzy m...
International audienceThis paper surveys the basic notions and most important results around fuzzy m...
International audienceThis paper surveys the basic notions and most important results around fuzzy m...
AbstractSome theorems of T. Murofushi and M. Sugeno (Fuzzy Sets and Systems 29 (1989), 201–227) conc...
The Choquet integral with respect to a fuzzy measure is a functional on the class $B$ of measurable ...
The aim of this paper is to generalize the Choquet-like integral with respect to a nonmonotonic fuzz...
Abstract—Fuzzy integrals have been used to fuse the evidence or opinions from a variety of sources. ...
Abstract In this paper, we define and study the basic properties of a fuzzy integral for fuzzy compl...
The aim of this study is to generalize moving average by means of Choquet integral. First, by employ...
Abstract. The generalized fuzzy valued -Choquet integrals will be estab-lished for the given -integr...
International audienceThis paper surveys the basic notions and most important results around fuzzy m...
International audienceThis paper surveys the basic notions and most important results around fuzzy m...
International audienceThis paper surveys the basic notions and most important results around fuzzy m...
This study introduces the Choquet integral of fuzzifying functions with respect to a fuzzy measure. ...
International audienceThis paper surveys the basic notions and most important results around fuzzy m...
International audienceThis paper surveys the basic notions and most important results around fuzzy m...
International audienceThis paper surveys the basic notions and most important results around fuzzy m...
International audienceThis paper surveys the basic notions and most important results around fuzzy m...
AbstractSome theorems of T. Murofushi and M. Sugeno (Fuzzy Sets and Systems 29 (1989), 201–227) conc...
The Choquet integral with respect to a fuzzy measure is a functional on the class $B$ of measurable ...
The aim of this paper is to generalize the Choquet-like integral with respect to a nonmonotonic fuzz...
Abstract—Fuzzy integrals have been used to fuse the evidence or opinions from a variety of sources. ...
Abstract In this paper, we define and study the basic properties of a fuzzy integral for fuzzy compl...
The aim of this study is to generalize moving average by means of Choquet integral. First, by employ...