Article overview
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$S) - continuityQuasi ($\Lambda$$\delta$S) continuityPerfect ($\Lambda$$\delta$S) - continuityTotally ($\Lambda$$\delta$S) - continuityStrongly ($\Lambda$$\delta$S) - continuityContra ($\Lambda$$\delta$S) - continuity.
AMS Subject Classification
54A35.
Reference information
How to Cite
S. L. Rathika, K. Sivakamasundari (2024). A NOVEL CLASS OF CONTINUITY VIA ($\Lambda$,$\delta$S)-CLOSED SETS. South East Asian Journal of Mathematics and Mathematical Sciences, 20(3), 369-384.