2021arXiv (Cornell University)Open access

Comparison of Two Types of Separation Axioms in Soft Topological Spaces

Xuechong Guan

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Abstract

In the study of soft topological spaces, two types of separation axioms have given if soft points and single point soft sets have been taken as separated objects respectively. In this paper, some examples and properties are given to explore differences between separation axioms given in \cite{topological,Separation}.

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In the study of soft topological spaces, two types of separation axioms have given if soft points and single point soft sets have been taken as separated objects respectively. In this paper, some examples and properties are given to explore differences between separation axioms given in \cite{topological,Separation}.

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Available abstract

In the study of soft topological spaces, two types of separation axioms have given if soft points and single point soft sets have been taken as separated objects respectively. In this paper, some examples and properties are given to explore differences between separation axioms given in \cite{topological,Separation}.

Key concepts: Separation axiom, Topological space, Axiom, Mathematics, Separation (statistics), Topology (electrical circuits), T1 space, Point (geometry)

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