a max-min approach for fuzzy linear fractional programming

An important planning tool is linear fuzzy fractional programming, it is used in various fields such as business, engineering, and others. we are trying to get one of the direct and effective methods that contain some arithmetic operations to obtain the optimal real values through which a multi-objective fuzzy linear programming (moflfp) problem is transformed into a linear programming (lp) problem through the use of α-cut and max-min technique.