Monomial geometric optimization through fuzzy relation inequalities

In this paper, an optimization model with geometric objective function is presented. Monomials are basic structural units of geometric programming and are widely used. Regarding this matter, we present geometric programming model with a monomial objective function subject to the fuzzy relation inequalities constraints with max-product composition. Simplification operations have been given to accelerate the resolution of the problem by removing the components having no effect on the solution process. Also, an algorithm is presented to abbreviate and illustrate the steps of the problem resolution.