Abstract

In this study, we define fuzzy soft ditopological spaces as the generalization of soft ditopological spaces defined by Simsekler et. al. (2016). Fuzzy soft ditopological space is a combination of fuzzy soft topological and fuzzy soft cotopological spaces which are defined by two independent structures fuzzy soft open and fuzzy soft closed sets. Also we give fuzzy soft -continuity in fuzzy soft topology , fuzzy soft -continuity in fuzzy soft cotopology and by using these two types of continuity we finally define the fuzzy soft continuity in a fuzzy soft ditopology.

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