The notion of (L,M)-fuzzy σ-algebras is introduced in the lattice value fuzzy set theory. It is a generalization of Klement's fuzzy σ-algebras. In our definition of (L,M)-fuzzy σ-algebras, each L-fuzzy subset can be regarded as an L-measurable set to some degree
AbstractLet (X, τ) be a generalized topological space of type Vα (see A. Appert and K. Fan, “Espaces...
We review several generalizations of the concept of fuzzy sets with two- or three-dimensional lattic...
The logical operators on the unit interval (triangular norms and conorms, negators, implicators and ...
AbstractThe main purpose of this paper is to generalize the concept of (L,M)-fuzzy σ-algebras define...
In this paper we propose a general approach to the theory of fuzzy algebras, while the early existin...
The research in the field of the so called Fuzzy Mathematics can be condi-tionally devided into two ...
Originating as an attempt to provide solid logical foundations for fuzzy set theory, and motivated a...
Originating as an attempt to provide solid logical foundations for fuzzy set theory, and motivated a...
Originating as an attempt to provide solid logical foundations for fuzzy set theory, and motivated a...
The logical operators on the unit interval (triangular norms and conorms, negators, implicators and ...
The logical operators on the unit interval (triangular norms and conorms, negators, implicators and ...
The research in the field of the so called Fuzzy Mathematics can be conditionally devided into two m...
The logical operators on the unit interval (triangular norms and conorms, negators, implicators and ...
We review several generalizations of the concept of fuzzy sets with two- or three-dimensional lattic...
The logical operators on the unit interval (triangular norms and conorms, negators, implicators and ...
AbstractLet (X, τ) be a generalized topological space of type Vα (see A. Appert and K. Fan, “Espaces...
We review several generalizations of the concept of fuzzy sets with two- or three-dimensional lattic...
The logical operators on the unit interval (triangular norms and conorms, negators, implicators and ...
AbstractThe main purpose of this paper is to generalize the concept of (L,M)-fuzzy σ-algebras define...
In this paper we propose a general approach to the theory of fuzzy algebras, while the early existin...
The research in the field of the so called Fuzzy Mathematics can be condi-tionally devided into two ...
Originating as an attempt to provide solid logical foundations for fuzzy set theory, and motivated a...
Originating as an attempt to provide solid logical foundations for fuzzy set theory, and motivated a...
Originating as an attempt to provide solid logical foundations for fuzzy set theory, and motivated a...
The logical operators on the unit interval (triangular norms and conorms, negators, implicators and ...
The logical operators on the unit interval (triangular norms and conorms, negators, implicators and ...
The research in the field of the so called Fuzzy Mathematics can be conditionally devided into two m...
The logical operators on the unit interval (triangular norms and conorms, negators, implicators and ...
We review several generalizations of the concept of fuzzy sets with two- or three-dimensional lattic...
The logical operators on the unit interval (triangular norms and conorms, negators, implicators and ...
AbstractLet (X, τ) be a generalized topological space of type Vα (see A. Appert and K. Fan, “Espaces...
We review several generalizations of the concept of fuzzy sets with two- or three-dimensional lattic...
The logical operators on the unit interval (triangular norms and conorms, negators, implicators and ...
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