Article overview
Abstract
This paper deals with a new type of crisp subset, viz., $\delta^{\alpha}_{s}$-closed set of a set $X$ endowed with fuzzy topology. Using this newly defined set, we introduce and study $\delta^{\alpha}_{s}$-continuity between two fuzzy topological spaces. Lastly, we show that under this function $\delta^{\alpha}_{s}$-almost compactness remains invariant.
Keywords and Phrases
$\alpha$-shading$\delta^{\alpha}_{s}$-closed set$\delta^{\alpha}_{s}$-Urysohn space$\delta^{\alpha}_{s}$-almost compact space.
AMS Subject Classification
Primary 54A40, Secondary 03E72.
Reference information
How to Cite
Anjana Bhattacharyya (2026). $\delta^{\alpha}_{s}$-CLOSED SET AND ITS APPLICATIONS. Journal of Ramanujan Society of Mathematics and Mathematical Sciences, 13(2), 89-98.