An Alternative Solution to Multi Objective Linear Fractional Programming Problem by Using Geometric Programming Technique

Abstract

In this study, we have proposed an alternative solution to the multi objective linear fractional programming problems. This method deals with every objective of multi objective linear fractional programming problems gradually by using geometric programming technique to find the pareto optimal solution. The proposed solution procedure has been used in numeric examples and results have been compared with the real solution values.

Keywords: multi objective, fractional programming, geometric programming