Results 1 to 10 of about 9,152 (255)
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Munazza Naz
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Characterization of Soft S-Open Sets in Bi-Soft Topological Structure Concerning Crisp Points
In this article, a soft s-open set in soft bitopological structures is introduced. With the help of this newly defined soft s-open set, soft separation axioms are regenerated in soft bitopological structures with respect to crisp points.
Arif Mehmood +3 more
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Sum of Soft Topological Spaces [PDF]
In this paper, we introduce the concept of sum of soft topological spaces using pairwise disjoint soft topological spaces and study its basic properties.
Tareq M. Al-shami +2 more
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A note on soft topological spaces
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Won Keun Min
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SOFT β W-HAUSDORFF SPACE IN SOFT BI TOPOLOGICAL SPACES [PDF]
In this article the concept of Soft β W-?2 structure in soft bi topological spaces is introduced in different ways. Fleix Hausdorff was a German Mathematician who is supposed to be the forefather of up-to-the-minute Topology.
Muhammad Ishfaq +6 more
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Some properties of soft topological spaces
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Sabir Hussain
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A different look at the soft topological polygroups [PDF]
Soft topological polygroups are defined in two different ways. First, it is defined as a usual topology. In the usual topology, there are five equivalent definitions for continuity, but not all of them are necessarily established in soft continuity ...
R. Mousarezaei, B. Davvaz
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Some Results In Neutrosophic Soft Metric Spaces [PDF]
In this research, we define a novel concept termed neutrosophic soft metric space as well as in vestigate its fundamental characteristics. Additionally, in neutrosophic soft metric spaces, we present various topological features of this newly developed ...
M. Jeyaraman, J. Johnsy, R. Pandiselvi
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A Novel Approach: Neutro-Spot Topology and Its Supra Topology with Separation Axioms and Computing the Impact on COVID-19 [PDF]
Neutrosophic soft set is a parametric set of uncertainty, whereas the neutrosophic soft point is an exceptional type of it which used highly to explore the separation axioms.
Chinnadurai Verappan, Sindhu M. P.
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In this paper we define Nano soft(NS) s(I) semi open(SO) sets and NS s(I) semi closed(SC) sets in nano soft ideal topological space. Further in nano soft ideal topological space, we define NS s(I) semiinterior and NS s(I) semi-closure.
S.P.R. Priyalatha, S Vanitha
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