PEMODELAN DAN PENYELESAIAN PEMROGRAMAN LINEAR DENGAN KOEFISIEN FUNGSI OBJEKTIF BERBENTUK BILANGAN KABUR SEGITIGA

Abstract

There are three parameters associated with each Linear Programming Model, one of which is the objective
function coefficient. This coefficient describes the contribution of one unit of the associate decision variable to
the value of the objective function value. In the traditional Linear Programming Model, it is assumed that the
values of the objective function coefficients are crisp or certain. This article discuses an approach to formulate
and to solve a Linear Programming Model in the case the objective function coefficients are in the form of
triangular fuzzy number
Keywords: Linear Programming Model, Linear Programming Parameter, Fuzzy Number, Objective Function
Coefficient, Triangular Fuzzy Number