AbstractIt is shown that the category L̃ of complete L-similarities on L-sets is a full reflective subcategory of R(L) (L-fuzzy graphs); L̃ is equivalent to Lh (L)(sheaves on L). Connections with other known “fuzzy” categories are also studied
AbstractIn this work, we generalize previous constructions of fuzzy set categories, introduced in [1...
Abstract. Our aim in this Paper is to establish Galois connections between various types of fuzzy bi...
In modern mathematics, many concepts and ideas are described in terms of category theory. From this ...
AbstractIt is shown that the category L̃ of complete L-similarities on L-sets is a full reflective s...
Any science deals with the study of certain models of the real world. However, a model is always an ...
Abstract. In research works where fuzzy sets are used, mostly certain usual functions are taken as m...
In research Works where fuzzy sets are used, mostly certain usual functions are taken as morphisms. ...
This paper considers the category SET(L) of L-subsets of sets with a fixed basis L and is a continua...
This paper considers the category SET(L) of L-subsets of sets with a fixed basis L and is a continua...
[EN] A fuzzy category is a certain superstructure over an ordinary category in which ”potential” obj...
ABSTRACT. The relation between the categories of Fuzzy Sets and that of Sheaves is explored and the ...
Category theory deals in an abstract way with mathematical structures and relationships between them...
Abstract-We study two categories, both having intervalvalued fuzzy sets as objects. One has certain ...
AbstractThe concept of L-fuzzy systems is introduced. A universal structure of a special kind of L-f...
AbstractThis paper introduces a new approach to the theory of Ω-categories enriched by a frame. The ...
AbstractIn this work, we generalize previous constructions of fuzzy set categories, introduced in [1...
Abstract. Our aim in this Paper is to establish Galois connections between various types of fuzzy bi...
In modern mathematics, many concepts and ideas are described in terms of category theory. From this ...
AbstractIt is shown that the category L̃ of complete L-similarities on L-sets is a full reflective s...
Any science deals with the study of certain models of the real world. However, a model is always an ...
Abstract. In research works where fuzzy sets are used, mostly certain usual functions are taken as m...
In research Works where fuzzy sets are used, mostly certain usual functions are taken as morphisms. ...
This paper considers the category SET(L) of L-subsets of sets with a fixed basis L and is a continua...
This paper considers the category SET(L) of L-subsets of sets with a fixed basis L and is a continua...
[EN] A fuzzy category is a certain superstructure over an ordinary category in which ”potential” obj...
ABSTRACT. The relation between the categories of Fuzzy Sets and that of Sheaves is explored and the ...
Category theory deals in an abstract way with mathematical structures and relationships between them...
Abstract-We study two categories, both having intervalvalued fuzzy sets as objects. One has certain ...
AbstractThe concept of L-fuzzy systems is introduced. A universal structure of a special kind of L-f...
AbstractThis paper introduces a new approach to the theory of Ω-categories enriched by a frame. The ...
AbstractIn this work, we generalize previous constructions of fuzzy set categories, introduced in [1...
Abstract. Our aim in this Paper is to establish Galois connections between various types of fuzzy bi...
In modern mathematics, many concepts and ideas are described in terms of category theory. From this ...
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