Fuzzy polynomials for solving the fuzzy multi-choice optimal programming problem

One of the methods of solving multi-objective programming problems is the use of ideal programming problems, in which the decision maker considers an ideal level for each objective function. In real-life problems, several ideal levels may be available for an objective function, or these ideal levels are of fuzzy type, in which case fuzzy multi-choice ideal programming problems arise. In this article, the introduction and solution of fuzzy multi-choice ideal programming problems are discussed, so that first the problem becomes a fuzzy multi-choiceprogramming problem in which there are several choices for the right side of the constraints, then using fuzzy binarypolynomials and polynomials Fuzzy linear least squares is a classic linear programming problem, which is solved using Lingo software. The described algorithm is used to solve a practical example in the field of fuzzy multi-choice ideal programming problems, and the previous results are compared and analyzed with the results obtained from this method.