Compactness in fuzzy (fuzzy supra) topological spaces
β Scribed by S.A. El-Sheikh
- Publisher
- Elsevier Science
- Year
- 2000
- Tongue
- English
- Weight
- 137 KB
- Volume
- 116
- Category
- Article
- ISSN
- 0165-0114
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β¦ Synopsis
The notion of Q -compact fuzzy topological spaces was ΓΏrst introduced by Zhongfu (Kexue Tongbao 29(5) (1984) 582-585). In this paper we extend this notion to fuzzy supra topological spaces and study some of their properties. We also introduce the notion of fuzzy Q -almost compact (Q -almost supracompact). This notion is deΓΏned for any fuzzy subset and is a good extension.
Finally, we try to extend such a notion to L-fuzzy (supra) topological spaces and discuss some of their properties.
π SIMILAR VOLUMES
The aim of this paper is to introduce and to study the concepts of induced fuzzy supra-topological spaces and s-lower semi-continuous functions, s-Lower semi-continuous functions turn out to be the natural tool for studying the induced fuzzy supra-topological spaces.
In this paper, the concept of fuzzy compactness degrees is presented in L-fuzzy topological spaces with the help of implication operator. Some properties of fuzzy compactness degrees are researched.
In this paper, taking fuzziness with respect to a fuzzy lattice, we present good extensions of two of the current deΓΏnitions of relative compactness in general topology. Fuzzy versions of some properties are obtained.