ON SOFT STRONGLY B^∗−COMPACTNESS AND SOFT STRONGLY B^∗−CONNECTEDNESS IN SOFT TOPOLOGICAL SPACES

Abstract

In this research article, we present a new class of soft compact spaces and soft Lindelöf spaces, we identify the idea of soft strongly b∗−compact and soft strongly b∗−Lindelöf spaces and we supply multiple interesting examples. As well as we mention that the inaugurated spaces are conserved under soft strongly b∗−irresolute mappings and we look into definite of results which connect an extensive soft topology with the showing soft spaces. As well as we inquiry the features and attributive of soft strongly b∗−connected spaces and discuss and identify its relationship with soft connectedness.