On the Pasting Lemma on a Fuzzy Soft Topological Space with Mixed Structure

Abstract

In this paper, we define the notion of a $(\upsilon _{1},\upsilon _{2})$-$g$-closed fuzzy soft set on a fuzzy soft topological space. Using this notion, we investigate some properties of a $(\upsilon _{1},\upsilon _{2})$-$g$-closed fuzzy soft set and prove a new version of the "Pasting Lemma" with mixed structure.