FSCH‎ > ‎


A Novel Technique for Solvinf Multiobjective Fuzzy Linear Programming Problems

Abdulqader Othman Hamadameen
Department of Mathematics, Faculty of Sceince and Health, Koya University

Abstract: This study considers MFLP problems in which the coefficients in the objective functions are Triangular Fuzzy Numbers (TrFNs). The study proposing a new technique to transform MFLP problems into equivalent single FLP problem and then solving it via linear ranking function using the simplex method, supporting by numerical example.

KeywordsTrFNs, MFLP problems, Linear ranking function, Compromise solution
Date: 24/4/2017
Place: Department of Mathematics, Hall no. 1
Caroline Yousif Daniel,
Apr 23, 2017, 12:33 AM