Abstract
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Highlights
A New Approach on Solving Intuitionistic Fuzzy Nonlinear Programming ProblemReceived 06th Sep 2017, Revised 14th Sep 2017, Accepted 10th Oct 2017, Online 30th Oct 2017
Nonlinear programming is one of the most important operations research techniques
Let X is a collection of objects denoted by x, and a fuzzy set a~ in X is a set of ordered pairs: a~ {(x, a~ (x) / x X}, Where a~ (x) is called the membership function of grade of membership of x in a~
Summary
Received 06th Sep 2017, Revised 14th Sep 2017, Accepted 10th Oct 2017, Online 30th Oct 2017. Abstract- In this paper we propose an algorithm for solving Intuitionistic fuzzy nonlinear programming problems (IFNLPP) involving triangular Intuitionistic fuzzy numbers (TIFN). The multi-objective nonlinear problem is converted into a single objective nonlinear programming problem and the problem is defuzzified by using triangular Intuitionistic fuzzy numbers. The problem is converted into crisp nonlinear programming problem. Numerical examples are provided to show the efficiency of the proposed algorithm
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