Neutrosophic αψ-connectedness

Neutrosophic topological space is an extension of intuitionistic topological space and each triplet set in neutrosophic topological space contains membership, indeterminacy and non-membership values. Connected set in intuitionistic topological set contains membership and non-membership values and in...

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Published inJournal of intelligent & fuzzy systems Vol. 38; no. 1; pp. 853 - 857
Main Authors Parimala, M., Karthika, M., Jafari, Saeid, Smarandache, Florentin, El-Atik, A.A.
Format Journal Article
LanguageEnglish
Published Amsterdam IOS Press BV 09.01.2020
Subjects
Set theory
Topology
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Summary:Neutrosophic topological space is an extension of intuitionistic topological space and each triplet set in neutrosophic topological space contains membership, indeterminacy and non-membership values. Connected set in intuitionistic topological set contains membership and non-membership values and inderterminacy have not discussed in that set. This motivates the authors to propose this novel concept called neutrosophic αψ-connectedness. So we introduce the new notion of neutrosophic αψ-connectedness in neutrosophic topological spaces and investigate some properties of neutrosophic αψ-connectedness between sets and subsets of two sets. Some properties of this concept presented with numerical quantities to prove the non-existence.
ISSN:1064-1246
1875-8967
DOI:10.3233/JIFS-179453