[[abstract]]In this study we investigate the properties of the approximate solutions of fuzzy relation equations for composite operators defined by max-min, Hamacher and its special case, disjunctive sum - conjunctive product. A quasi-Newton method is adopted to find the solutions. Apart from particular issues relevant to individual operators, comparisons among the various operators are made.[[fileno]]2020402010011[[department]]工工
[[abstract]]Fuzzy relation equation is one branch of fuzzy theory. When we probe into the inverse op...
AbstractThe problem of solving fuzzy relation equations (I) based on Boolean-type implications is st...
This paper provides a methodology for solution of certain basic fuzzy relational equations, with fuz...
[[abstract]]In this study, we investigate the properties and the solution procedure of composite int...
In this paper we point out certain theoretical aspects of fuzzy relation equations, connecting some ...
AbstractThis work studies the problem of solving a sup-T composite finite fuzzy relation equation, w...
This paper proposes an algorithm to solve the Sup・min composite and Inr・max composite fuzzy relation...
This paper, deals with fundamental notions in pure and applied sciences, i.e., basic operations rela...
This paper contains some theoretical results on fuzzy-relation equations and applications to analysi...
An interesting property of the Schein rank of a fuzzy matrix stressed by K.H. Kim and F.W. Roush is ...
Introducing a notion of equality and difference between the membership functions of a fuzzy set and ...
This paper focuses on the general decomposition problem of fuzzy relations, which can be regarded as...
AbstractThis paper mainly deals with a new kind of fuzzy relation equations based on inner transform...
EDITORIAL Fuzzy relation equations were initially studied in 1976 by E. Sanchez for modeling of medi...
We give a necessary and sufficient condition for the resolution of a new type of finite fuzzy relati...
[[abstract]]Fuzzy relation equation is one branch of fuzzy theory. When we probe into the inverse op...
AbstractThe problem of solving fuzzy relation equations (I) based on Boolean-type implications is st...
This paper provides a methodology for solution of certain basic fuzzy relational equations, with fuz...
[[abstract]]In this study, we investigate the properties and the solution procedure of composite int...
In this paper we point out certain theoretical aspects of fuzzy relation equations, connecting some ...
AbstractThis work studies the problem of solving a sup-T composite finite fuzzy relation equation, w...
This paper proposes an algorithm to solve the Sup・min composite and Inr・max composite fuzzy relation...
This paper, deals with fundamental notions in pure and applied sciences, i.e., basic operations rela...
This paper contains some theoretical results on fuzzy-relation equations and applications to analysi...
An interesting property of the Schein rank of a fuzzy matrix stressed by K.H. Kim and F.W. Roush is ...
Introducing a notion of equality and difference between the membership functions of a fuzzy set and ...
This paper focuses on the general decomposition problem of fuzzy relations, which can be regarded as...
AbstractThis paper mainly deals with a new kind of fuzzy relation equations based on inner transform...
EDITORIAL Fuzzy relation equations were initially studied in 1976 by E. Sanchez for modeling of medi...
We give a necessary and sufficient condition for the resolution of a new type of finite fuzzy relati...
[[abstract]]Fuzzy relation equation is one branch of fuzzy theory. When we probe into the inverse op...
AbstractThe problem of solving fuzzy relation equations (I) based on Boolean-type implications is st...
This paper provides a methodology for solution of certain basic fuzzy relational equations, with fuz...
DOI
Add to ORKG