Some Fuzzy Soft Topological Properties Based on Fuzzy B-Open Soft Sets

Soft set is a completely generic mathematical tool for modeling uncertainties. Topology is a branch of mathematics, whose concepts exist not only in almost all branches of mathematics, but also in many real life applications. In this paper, we investigate more properties of fuzzy b-open (closed) soft sets and fuzzy b-soft interior (closure). Also, we introduce the notions of fuzzy b-continuous (open) soft functions and fuzzy soft b-separation axioms, which are basic for further research on fuzzy soft topology and will fortify the footing of the theory of fuzzy soft topological space.