On Intuitionistic Fuzzy Order of an Element of a Group

In this paper an attempt has been made to define the notion of intuitionistic fuzzy order of an element in intuitionistic fuzzy subgroup. Here we prove that every element of a group and its inverse have the same intuitionistic fuzzy order. We also define the order of intuitionistic fuzzy subgroup and prove the Lagrange's Theorem in the intuitionistic fuzzy case. Some properties of the intuitionistic fuzzy order of an element has been discussed.