FUZZY RELATION GEOMETRIC PROGRAMMIING AND ITS PROCEDURE REALIZING

This paper first presents a fuzzy relation geometric programming problem with a special objective function, which is composed by monomial functions and “max-min” composition, subject to the fuzzy relation equation constraints and develops an algorithm to find optimal solutions based on the exponent of the monomials in the objective function. Besides, the developed algorithm is verified by use of two numerical examples. And finally our numerical results prove that the algorithm and procedure to be feasible and effective.

کلیدواژه ها:

fuzzy relation equation ، “max-min” composition ، fuzzy relation geometric programming