Applied Mathematics, Geometry and Topology, Theoretical Computer Science
7
Scopus Publications
Scopus Publications
Some Characterizations of Linguistic Neutrosophic Topological Spaces N. Gayathri, M. Helen Neutrosophic Sets and Systems, 2023 Many properties of linguistic neutrosophic cl-open spaces and linguistic neutrosophic semi spaces are characterized. Furthermore some conditions are studied which are essential for the existence of certain linguistic neutrosophic spaces. As well the linkage among the spaces are examined and exemplified with precise counter cases. Also, the notion of linguistic neutrosophic quasi-semi component and contra-semi closed graph are introduced and some results are discussed.
Semi-Separation Axioms and Semi-Regularity Axioms in Linguistic Neutrosophic Topological Spaces N. Gayathri, Dr.M.Helen Neutrosophic Sets and Systems, 2022 Several new linguistic neutrosophic semi-separation axioms and semi-regularity axioms are presented in this article and example cases are also given for non justifiable results. Additionally, a new class of spaces called linguistic neutrosophic semi-D0, linguistic neutrosophic semi-D1 and linguistic neutrosophic semi-D2 is described and the inter relationships are analyzed with appropriate illustrations.
Linguistic Neutrosophic Semi-Connectedness and Semi-Compactness N Gayathri, , M Helen, and International Journal of Neutrosophic Science, 2022 The notions of semi-connectedness and semi-compactness in linguistic neutrosophic topological space are presented and some of their properties are discussed in this study. Further, the idea of linguistic neutrosophic semi-compact space is instigated and investigated.
Types of Semi Continuous functions in Linguistic Neutrosophic Topological Spaces Neutrosophic Sets and Systems, 2022
Linguistic Neutrosophic Topology Neutrosophic Sets and Systems, 2021
On neutrosophic vague measure using python N. Gayathri, M. Helen, P. Mounika Aip Conference Proceedings, 2020 Many scientists wish to obtain appropriate solutions to some mathematical problems that cannot be solved by traditional methods. For representing and manipulating uncertain, incomplete, inconsistent or imprecise, Neutrosophic relation database model is a more general platform, in the human decision-making process. In this paper, we study and examine about Neutrosophic vague Measure utilizing Python and furthermore Various Measure in Neutrosophic Vague Sets with some example. in this paper, we utilized example to study about the Various Measure in Neutrosophic Vague Sets and Python programming labguage.
Utilization of Jaccard Index Measures on Multiple Attribute Group Decision Making under Neutrosophic Environment 1Assistant Professor, Department of Mathematics, Sri Krishna Arts, Science College, CBE-08, N. Gayathri, Associate Professor, Department of Mathematics, Nirmala College for Women, CBE-45, Research Scholar, Sri Krishna Arts, Science College, CBE-08, Dr. M. Helen, P. Mounika International Journal of Neutrosophic Science, 2020 In this paper, we introduce the concept of Jaccard index measures under the neutrosophic environment to make the right decision in multiple attributes. Here, we insinuate two Jaccard index measures based on distance and the included weighted Jaccard of two vectors between the neutrosophic environment. Then, we determine the Multiple Attribute group decision-making method (in short MAGDM) based on the Jaccard index measures under the neutrosophic environment and also we compare the applications of the proposed MAGDM method in the neutrosophic environment. Finally, certain descriptive examples are on hand to verify the residential handle and to express its practicality and effectiveness.
