The problem of finding the minimum value of the objective function of the fractional
programming problems has attracted considerable research and interest in many fields such
as production planning, financial and corporate planning, health care and hospital planning,
etc. In this paper, a two-dimensional approach for finding solutions of nonlinear fractional
optimization problems is introduced. The proposed algorithm shows how to obtain a new
point and a new direction in the feasible region that improves the solution process by …