Context
Universal constructions for fuzzy topological spaces
Title:
Universal constructions for fuzzy topological spaces
Archive:
Dspace@nitr
Author(s):
Behera, A
Date:
2006-01-25
Abstract:
Copyright for this article belongs to Elsevier Science Ltd
http://dx.doi.org/10.1016/S0165-0114(98)00032-3
The concepts of fuzzy products and their duals, namely, fuzzy coproducts are already known for fuzzy topological spaces.
In this paper the concepts of fuzzy equalizers and fuzzy pullbacks and their duals, namely, fuzzy coequalizers and fuzzy
pushouts are introduced for fuzzy topological spaces and various results concerning fuzzy products, fuzzy equalizers and
fuzzy pullbacks and their duals are explored.
http://dx.doi.org/10.1016/S0165-0114(98)00032-3
The concepts of fuzzy products and their duals, namely, fuzzy coproducts are already known for fuzzy topological spaces.
In this paper the concepts of fuzzy equalizers and fuzzy pullbacks and their duals, namely, fuzzy coequalizers and fuzzy
pushouts are introduced for fuzzy topological spaces and various results concerning fuzzy products, fuzzy equalizers and
fuzzy pullbacks and their duals are explored.
Index terms:
Discipline(s):
Fuzzy topological spaces
Subject(s):
Fuzzy continuous maps; Fuzzy products; Fuzzy coproducts; Fuzzy equalizers; Fuzzy coequalizers; Fuzzy pullbacks; Fuzzy pushouts
Method/Approach:
Coverage:
Publisher:
Elsevier
Contributors:
Source:
Language:
en
Relation:
Type:
Article
Format:
273812 bytes
application/pdf
Copyright Information:
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