$\gamma^{*}$-semi-open Sets in Topological Spaces-II
Sabir Hussain, Bashir Ahmad

TL;DR
This paper extends the study of $\gamma^{*}$-semi-open sets in topological spaces and introduces $\gamma^{*}$-semi-continuous functions, generalizing existing semi-continuity concepts.
Contribution
It advances the theory of $\gamma^{*}$-semi-open sets and introduces a new class of $\gamma^{*}$-semi-continuous functions in topology.
Findings
Characterization of $\gamma^{*}$-semi-open sets
Introduction of $\gamma^{*}$-semi-continuous functions
Generalization of semi-continuity concepts
Abstract
In this paper, we continue studying the properties of -semi-open sets in topological spaces introduced by S. Hussain, B. Ahmad and T. Noiri[8]. We also introduce and discuss the -semi-continuous functions which generalize semi-continuous functions defined by N. Levine [10].
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Taxonomy
TopicsFuzzy and Soft Set Theory
