Fatma Mohamed Bayoumi
Prof. Emeritus
Completion of L-Topological Groups
Fuzzy Sets and Systems • 2024
Publication Information
Authors
Not Available
Keywords
L-topological groups; Complete L-topological groups; L-uniform spaces; Complete L-uniform spaces; L-filters; U-Cauchy filters; L-topological spaces
Journal
Fuzzy Sets and Systems
Publisher
ELSEVIER
Volume
159
Issue
2008
Pages
2552-2566
publication.type
Local
Paper Link
Open Link
Supplementary Materials
Not Available
Abstract
The goal of this paper is to extend an L-topological group to a complete L-topological group, which necessitates formalizing the completion of an L-topological group. In so doing, we introduce the notion of the completion of an L-uniform space in the sense of Gähler, Bayoumi, Kandil and Nouh.
The goal of this paper is to extend an L-topological group to a complete L-topological group, which necessitates formalizing the completion of an L-topological group. In so doing, we introduce the notion of the completion of an L-uniform space in the sense of Gähler, Bayoumi, Kandil and Nouh.
The goal of this paper is to extend an L-topological group to a complete L-topological group, which necessitates formalizing the completion of an L-topological group. In so doing, we introduce the notion of the completion of an L-uniform space in the sense of Gähler, Bayoumi, Kandil and Nouh.
The goal of this paper is to extend an L-topological group to a complete L-topological group, which necessitates formalizing the completion of an L-topological group. In so doing, we introduce the notion of the completion of an L-uniform space in the sense of Gähler, Bayoumi, Kandil and Nouh.
The goal of this paper is to extend an L-topological group to a complete L-topological group, which necessitates formalizing the completion of an L-topological group. In so doing, we introduce the notion of the completion of an L-uniform space in the sense of Gähler, Bayoumi, Kandil and Nouh.