This paper discusses the completion of L-fuzzy topological vector spaces given by Fang and Yan [1] in 1997. We characterize the completable of L-fuzzy ...
In [1], Fang and Yan introduced the notion of L -topological vector space, which is a generalization of the usual topological vector space and the fuzzy ...
On the Completion of L-Fuzzy Topological Vector Spaces. - dblp
dblp.org › rec › conf › acfie › ShuZ10
Lan Shu, Yuebo Zha: On the Completion of L-Fuzzy Topological Vector Spaces. ACFIE 2010: 1-6. a service of Schloss Dagstuhl - Leibniz Center for Informatics.
The concept of a fuzzy set was introduced by Zadeh [ll]. Several other authors have applied fuzzy sets to various branches of mathematics. In this paper.
Induced I(L)-fuzzy topological vector spaces | Request PDF
www.researchgate.net › publication › 22...
In this paper we introduce and study the induced I(L)-fuzzy topological vector spaces. The following main result is proved: If (L-X, delta) is an L-fuzzy ...
Missing: Completion | Show results with:Completion
Abstract. In this paper, we study the concept of weak linear fuzzy topology on a fuzzy topological vector space as a generalization of usual weak topology.
Missing: Completion | Show results with:Completion
Jun 24, 2021 · The main purpose of this paper is to study the completion of fuzzy normed linear space with respect to the I-topology determined by Saheli.
ABSTRACT: This paper gives the definition of L-fuzzy vector subspace and defining its dimension by an L-fuzzy natural number. It is proved that for a finite ...
Our main aim of this study is to make simple for the reader to understand the relation between the fuzzy set and topological spaces.
May 16, 2012 · In this paper, the L-topological structure of L-fuzzy normed linear spaces is discussed. Firstly, we prove that the L-fuzzy normed linear ...