Article overview
Abstract
In this paper, we introduce the idea of Nano Soft $^{s}(\mathscr{I})\beta\alpha$- Regular Spaces (RS) and Normal Spaces (NS). Further we define Nano Soft $^{s}(\mathscr{I})\alpha$- Regular and Normal Spaces, Nano Soft $^{s}(\mathscr{I})\beta$- Regular and Normal Spaces, Nano Soft $^{s}(\mathscr{I})$ Semi- Regular and Normal Spaces, Nano Soft $^{s}(\mathscr{I})$ Pre- Regular and Normal Spaces. Also their features and characterization are explored with an example.
Keywords and Phrases
Nano Soft $^{s}(\mathscr{I})\alpha$- Regular Spaces and Normal SpacesNano Soft $^{s}(\mathscr{I})\beta$- Regular Spaces and Normal SpacesNano Soft $^{s}(\mathscr{I})\beta\alpha$- Regular Spaces and Normal SpacesNano Soft $^{s}(\mathscr{I})\alpha\beta$- Regular Spaces and Normal Spaces.
AMS Subject Classification
54A10, 54C50, 54G20.
Reference information
How to Cite
S. P. R. Priyalatha, S. Vanitha (2024). ON NANO SOFT $^{s}(\mathscr{I})\beta\alpha$- REGULAR SPACES AND NORMAL SPACES. South East Asian Journal of Mathematics and Mathematical Sciences, 20(1), 351-364.