Abstract

Obtaining the solution of Intuitionistic Fuzzy Linear Programming Problem (IFLPP) without affecting its originality is an interesting task. There are methods of converting IFLPP into Crisp linear programming problem (CLPP) and then to obtain optimum solution. In this paper we proposed a new algorithm to solve an IFLPP in its original version. We have considered IFLPP with Triangular Intuitionistic Fuzzy Numbers (TIFN). Triangular Intuitionistic Fuzzy Numbers (TIFN) express more abundant and flexible information than Triangular Fuzzy Numbers. Numerical examples are done to show the efficiency of the proposed study.

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