summary:In this paper, by using a new representation of fuzzy numbers, namely the ecart-representation, we investigate the possibility to consider such multiplication between fuzzy numbers that is fully distributive. The algebraic and topological properties of the obtained semiring are studied making a comparison with the properties of the existing fuzzy multiplication operations. The properties of the generated fuzzy power are investigated
The issue of constructing a system of rules to perform binary operations over fuzzy numbers has been...
AbstractA natural topology for fuzzy numbers is proposed by representing a fuzzy number as a pair of...
Two different definitions of a Fuzzy number may be found in the literature. Both fulfill Goguen's Fu...
summary:In this paper, by using a new representation of fuzzy numbers, namely the ecart-representati...
Abstract. The operations in the set of fuzzy numbers are usually obtained by the Zadeh extension pri...
Fuzzy numbers with a unimodal membership function are presented, which have found application in th...
We analyse a decomposition of the fuzzy numbers (or intervals) which seems to be of interest in the ...
summary:Based on results of generalized additions and generalized multiplications, proven in Part I,...
The arithmetical and topological structures of fuzzy numbers have been developed in the 1980s and th...
This chapter starts with an overview of basic concepts and results with fuzzy numbers and the corres...
summary:The main purpose is the introduction of an integral which covers most of the recent integral...
Abstract—A fuzzy number is simply an ordinary number whose precise value is somewhat uncertain. Fuzz...
The issue of constructing a system of rules to perform binary operations over fuzzy numbers has been...
In this paper we initiate the study of fuzzy semirings and fuzzy A-semimodules where A is a semiring...
We propose a new class of algebraic structure named as (m, n)-semihyperring which is a generalizatio...
The issue of constructing a system of rules to perform binary operations over fuzzy numbers has been...
AbstractA natural topology for fuzzy numbers is proposed by representing a fuzzy number as a pair of...
Two different definitions of a Fuzzy number may be found in the literature. Both fulfill Goguen's Fu...
summary:In this paper, by using a new representation of fuzzy numbers, namely the ecart-representati...
Abstract. The operations in the set of fuzzy numbers are usually obtained by the Zadeh extension pri...
Fuzzy numbers with a unimodal membership function are presented, which have found application in th...
We analyse a decomposition of the fuzzy numbers (or intervals) which seems to be of interest in the ...
summary:Based on results of generalized additions and generalized multiplications, proven in Part I,...
The arithmetical and topological structures of fuzzy numbers have been developed in the 1980s and th...
This chapter starts with an overview of basic concepts and results with fuzzy numbers and the corres...
summary:The main purpose is the introduction of an integral which covers most of the recent integral...
Abstract—A fuzzy number is simply an ordinary number whose precise value is somewhat uncertain. Fuzz...
The issue of constructing a system of rules to perform binary operations over fuzzy numbers has been...
In this paper we initiate the study of fuzzy semirings and fuzzy A-semimodules where A is a semiring...
We propose a new class of algebraic structure named as (m, n)-semihyperring which is a generalizatio...
The issue of constructing a system of rules to perform binary operations over fuzzy numbers has been...
AbstractA natural topology for fuzzy numbers is proposed by representing a fuzzy number as a pair of...
Two different definitions of a Fuzzy number may be found in the literature. Both fulfill Goguen's Fu...