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首页> 外文期刊>The Journal of fuzzy mathematics >On *gs-open Fuzzy Sets and Fuzzy *gs -irresolute Mappings in Fuzzy Topological Spaces
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On *gs-open Fuzzy Sets and Fuzzy *gs -irresolute Mappings in Fuzzy Topological Spaces

机译:模糊拓扑空间中的* gs-open模糊集和* gs-irresolute映射

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The aim of this paper is not introduce a new class of fuzzy sets, namely *gs -closed fuzzy sets for fuzzy topological spaces. This class is obtained by generalizing g -open fuzzy sets via- g -open fuzzy sets. This new class is properly placed between the class of g * -closed fuzzy sets and the class of g -closed fuzzy sets. We also introduce and study fuzzy gT~(1/2)* -spaces. Further, the concept of fuzzy *gs -continuous, fuzzy *gs -irresolute mappings, fuzzy *gs -closed maps, fuzzy *gs -open maps and fuzzy *gs -homeomorphism in fuzzy topological spaces are also introduced, studied and some of there properties are obtained.
机译:本文的目的不是引入一类新的模糊集,即用于模糊拓扑空间的* gs-封闭模糊集。此类是通过-g-开模糊集将g-开模糊集通用化而获得的。将该新类适当地置于g *-封闭模糊集的类和g *-封闭模糊集的类之间。我们还介绍和研究模糊gT〜(1/2)*-空间。此外,还介绍,研究了模糊拓扑中的模糊* gs-连续,模糊* gs-非确定映射,模糊* gs-封闭图,模糊* gs-开放图和模糊* gs-同胚的概念。属性。

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