A NOVEL CLASS OF CONTINUITY VIA ($\Lambda$,$\delta$S)-CLOSED SETS
Print ISSN: 0972-7752 | Online ISSN: 2582-0850 | Total Downloads : 26
DOI: https://doi.org/10.56827/SEAJMMS.2024.2003.28
Author :
S. L. Rathika (Department of Mathematics, Avinashilingam Institute for Home science and Higher Education for Women, Coimbatore - 641043, Tamil Nadu, INDIA)
K. Sivakamasundari (Department of Mathematics, Avinashilingam Institute for Home science and Higher Education for Women, Coimbatore - 641043, Tamil Nadu, INDIA)
Abstract
In this paper, we introduce the ($\Lambda$,$\delta$S) - continuity via ($\Lambda$,$\delta$S) - closed sets and the theorems based on them are discussed with counterexamples. Moreover, we entitle the Quasi ($\Lambda$,$\delta$S) continuity, Perfect ($\Lambda$,$\delta$S) - continuity, Totally ($\Lambda$,$\delta$S) - continuity, Strongly ($\Lambda$,$\delta$S) - continuity, Contra ($\Lambda$,$\delta$S) - continuity by applying ($\Lambda$,$\delta$S) - closed sets.
Keywords and Phrases
($\Lambda$,$\delta$S)-closed set, ($\Lambda$,$\delta$S) - continuity, Quasi ($\Lambda$,$\delta$S) continuity, Perfect ($\Lambda$,$\delta$S) - continuity, Totally ($\Lambda$,$\delta$S) - continuity, Strongly ($\Lambda$,$\delta$S) - continuity, Contra ($\Lambda$,$\delta$S) - continuity.
A.M.S. subject classification
54A35.
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