The aim of this paper is to introduce a new classis of Double intuitionistic continuous function, Double intuitionistic (open and closed) functions in Double intuitionistic topological spaces, we investigate the properties of the relationships among these types.
The structures of the families of fuzzy sets that arise out of various notions of openness and closeness in a double fuzzy topological space are explored. This research is to present a new portion of space (Double-connected intuitionistic space) in Double intuitionistic topological spaces. Through these concepts, we advance some of their characteristics and relate to themselves.
In this paper we introduce a new definition is called bi- intuitionistic topological space and from this concept we present some kinds of closed set (semi –closed, pre-closed ,β-closed ,α-closed) setes in bi- intuitionistic topological space, define generalized closed set (sg-closed ,gs-closed ,gp-closed, gα-closed , αg- closed , gβ-closed) sets in bi - intuitionistic topological space and give relationship among them , we introduce the definition of Tgs-space in bi- intuitionistic topological space and from this consept we get new results
In this paper studied *-micID
-sets, *-micIy
-sets, *-micIc
-sets and micI*
D
-sets on micro ideal topological space and specific properties of this inspected us also inspected the idea of R - micI - open sets and discussed the relationships with examples.
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