Fuzzy sets was introduce by Zadeh and widely use to handle the situations in which experts have some membership value to assess an alternative.The fuzzy linguistic approach has been applied to many problems.The linguistic information can be expressed as the form of 2-tuples, which are composed by a linguistic term and a numeric value in -0.5,0.5).Intuitionistic fuzzy sets was introduce by Atanassov which is extension of fuzzy set and is powerful tool to manage the situations in which experts have some degree of membership and nonmembership value to assess an alternative.The linguistic variables in intuitionistic linguistic information can be expressed as the form of 2-tuples,which are composed by a linguistic term and containing a numerical value belonging to -0.5,0.5).In this paper, we define some new aggregation operations for intuitionistic 2-tuple fuzzy linguistic (I2TFL) information based on Einstien aggregation operations and some related important properties are proved.This paper also introduce aggregation operation for symbolic translation parameter that are also based on Einstien aggregation operations.In this paper,computation of linguistic information and translation parameter in (I2TFL) information are separetly by their aggregation operations.An illustrate example is given to show the practicality and feasibility of our proposed aggregation operator and apply these operations for the group decision making approach.Finally,comparison the result with aggregation operational laws proposed by Shehzad faizi and utilize TOPSIS method to check the effectiveness of our proposed operations.