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Let G = (V,E) be the IFG and D be set of vertices, then D is said to be Intuitionistic point set dominating set of G if for every S⊆ VD there exists a node d ∈ D such that the Intuitionistic fuzzy sub graph induced by S∪{d} is a connected Intuitionistic fuzzy graph. In this paper we study some results on Intuitionistic Point set dominating set and its number of IFGs. Also we establish some theorems and bound of Intuitionistic psd-sets in purely semi-complete IFGs.

A Study on Point Set Domination of Intuitionistic Fuzzy Graphs