Submit Paper

Article Processing Fee

Pay Online

           

Crossref logo

  DOI Prefix   10.20431


 

International Journal of Scientific and Innovative Mathematical Research
Volume 5, Issue 11, 2017, Page No: 1-5

An Approach for Solving Multi-Objective Linear Fractional Programming Problem and It's Comparison with Other Techniques

Huma Akhtar,Geeta Modi

1.Research Scholar Govt. M.V.M. Bhopal, India/
2.Professor and Head, Department of Mathematics, Govt. M.V.M. Bhopal, India.

Citation :Huma Akhtar,Geeta Modi, An Approach for Solving Multi-Objective Linear Fractional Programming Problem and It's Comparison with Other Techniques International Journal of Scientific and Innovative Mathematical Research 2017,5(11) : 1-5

Abstract

This paper presents Harmonic Average and Advanced Harmonic Average technique to solve multiobjective linear fractional programming problem (MOLFPP) to single objective linear fractional programming problem (SOLFPP) and suggested an algorithm for its solution. The proposed method can be illustrated with the help of numerical example. The numerical result in this paper indicates that Advanced Harmonic Average technique is better than other techniques (such as Chandra Sen., Mean, Median, Geometric Mean, New Geometric Average and Harmonic average).


Download Full paper: Click Here