Soft Minimal Irresolute Maps in Soft Topological Spaces

Abstract

In this paper, we introduce a new class of soft maps called soft minimal irresolute and soft maximal-minimal continuous maps in soft topological spaces. A soft mapping                         f: (X, τ, E) ® (Y, , E)  is said to be soft minimal irresolute, if ¦^-1(F, E) is soft minimal open set in X for every soft minimal open set (F, E) in Y. Also some of their properties have been investigated.