Manuscript Title:

MATHEMATICAL APPROACH THROUGH MODELING ON MULTIOBJECTIVE TRANSPORTATION PROBLEM

Author:

Dr. VIPIN KUMAR, RASHI ARYA, CHHAVI GUPTA

DOI Number:

DOI:10.5281/zenodo.15844973

Published : 2025-07-10

About the author(s)

1. Dr. VIPIN KUMAR - Department of Mathematics, Faculty of Engineering, Teerthanker Mahaveer University, Moradabad.
2. RASHI ARYA - Department of Mathematics, Faculty of Engineering, Teerthanker Mahaveer University, Moradabad.
3. CHHAVI GUPTA - Department of Mathematics, Faculty of Engineering, Teerthanker Mahaveer University, Moradabad.

Full Text : PDF

Abstract

Simple, approachable modeling provides the best compromise approach for solving the linear multiobjective transportation problem (MOTP). Finding solutions that are close to the ideal solution may be done quickly and efficiently by using our technique. This proposed approach provides a distinct and useful solution, also this strategy immediately leading to obtaining the kind of efficient extreme point. With less work and time, the majority of decision makers favor this compromise solution technique. Our methodology is an easy and fast method to identify solutions close to the ideal solution. The implementation of the proposed strategy includes the numerical examples that have been described in the literature, and these examples are then solved by using the proposed technique. This paper concluded with a conclusion and a discussion of the study's future direction.


Keywords

Extreme Point, Ideal Solution, Multi-Objective Linear Programming, Multi-Objective Transportation Problem (MOTP), Transportation Problem (TP).