On Neutrosophic Feebly Open Set In Neutrosophic Topological Spaces

The focus of this paper is to introduce the concept of Neutrosophic point, Neutrosophic quasi coincident, Neutrosophic feebly open sets and Neutrosophic feebly closed sets in Neutrosophic Topological spaces. Also we analyse their characterizations and investigate their properties. This concept is the generalization of intuitionistic topological spaces and fuzzy topological spaces. Using this neutrosophic feebly open sets and neutrosophic feebly closed sets, we define a new class of functions namely neutrosophic feebly continuous functions. Further, relationships between this new class and the other classes of functions are established.

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In this paper we introduce fuzzy neutrosophic topological spaces and its some properties. Also we provide fuzzy continuous and fuzzy compactness of fuzzy neutrosophic topological space and its some properties and examples.

/pdf/an-introduction-to-fuzzy-neutrosophic-topological-spaces-3aerejf426.pdf

An Introduction to Fuzzy Neutrosophic Topological Spaces

I n this paper we introduce fuzzy neutrosophic topological spaces and its some properties. Also we provide fuzzy continuous and fuzzy compactness of fuzzy neutrosophic topological space and its some properties and examples.

An introduction to fuzzy neutrosophic topological spaces

We extend the topological spaces to bipolar neutrosophic study. The concept of topological spaces in neutrosophic theory recently discussed by many authors on semi generalized conditions of open and closed sets. In this present manuscript the topological space is defined on bipolar pre-closed neutrosophic sets (BPCNS).

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Sanjeev Kumar

Papers

On intuitionistic fuzzy topological space