AN IMPROVING APPROACH FOR INTERVAL AND FUZZY NUMBER LINEAR PROGRAMMING PROBLEMS

In this study, Interval number and Fuzzy number Linear Programming problems are addressed. We deal with some convenient methods to solve the addressed problems. We focus on preparing an improving approach based on Tang Shaocheng method to solve linear programming problems with interval or fuzzy numbers. Also, some applications of our proposed approach in fractional programming are presented. Particularly, we propose an algorithm using our improved approach to solve a fuzzy multi-objective linear fractional programming problem. Finally, we illustrate the proposed approach using numerical and some real life examples.

Authors

Publication Details

Journal
Advanced mathematical models & applications.
Published
2024-12-04
DOI
https://doi.org/10.62476/amma93370
Primary Topic
Optimization and Mathematical Programming
Type
article
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article

AN IMPROVING APPROACH FOR INTERVAL AND FUZZY NUMBER LINEAR PROGRAMMING PROBLEMS

Sh. Gholamtabar
Advanced mathematical models & applications.
Optimization and Mathematical Programming
article

AN IMPROVING APPROACH FOR INTERVAL AND FUZZY NUMBER LINEAR PROGRAMMING PROBLEMS

Sh. Gholamtabar
article en

Abstract

In this study, Interval number and Fuzzy number Linear Programming problems are addressed. We deal with some convenient methods to solve the addressed problems. We focus on preparing an improving approach based on Tang Shaocheng method to solve linear programming problems with interval or fuzzy numbers. Also, some applications of our proposed approach in fractional programming are presented. Particularly, we propose an algorithm using our improved approach to solve a fuzzy multi-objective linear fractional programming problem. Finally, we illustrate the proposed approach using numerical and some real life examples.

Advanced mathematical models & applications.Vol. 9(3)
Openalex Percentile: Top 74%
Optimization and Mathematical Programming
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AN IMPROVING APPROACH FOR INTERVAL AND FUZZY NUMBER LINEAR PROGRAMMING PROBLEMS — Sh. Gholamtabar · Advanced mathematical models & applications. (2024) | TGRS Research Map | TGRS