An analysis of the Kumaraswamy distribution for multi-objective probabilistic linear fractional programming problem

A technique for solving a multi-objective probabilistic linear fractional programming MOPLFP problem is presented, a Kumaraswamy distribution describes the parameters of the right-hand constraints. There is no direct solution to the MOPLFP problem. Three steps are needed to transform the proposed model into a known standard mathematical model. To illustrate the method, a numerical example and a practical example in the case of supply chain management are presented. The results indicate that the objective functions have dominant solutions. AMS Subject Classiffcation: 90C15; 90C29; 90C32.