On gs-Functions in Bitopological Spaces
LM Tutanes - European Journal of Pure and Applied Mathematics, 2024 - ejpam.com
A subset $ A $ of a bitopological space $(X,\tau_1,\tau_2) $ is called\emph {$(i, j) $-$\psi $
gs-closed} set if\\$(i, j)\text {-}\psi cl (A)\subseteq U $ whenever $ A\subseteq U $, $ U $ is $(i …
gs-closed} set if\\$(i, j)\text {-}\psi cl (A)\subseteq U $ whenever $ A\subseteq U $, $ U $ is $(i …
[PDF][PDF] Significant Modification of Pairwise− 𝝎− continuous Functions with Associated Concepts
The continuity is generalized by the notion of 𝜔− continuous functions. In this research, we
present a new weaker form for continuous functions called pairwise 𝜔− continuous …
present a new weaker form for continuous functions called pairwise 𝜔− continuous …