Keywords:-
Article Content:-
Abstract
Objectives: To find the initial basic feasible solution of a transportation problem in real life problem.
Methods: We proposed a new method to find the initial basic feasible solution to get optimal solution.
Findings: This study introduce the zero-cut method for finding the initial basic feasible solution for transportation problem. The attractive feature of this method is that it requires very simple, so it is very easy to understand. Also, we find a minimum transportation cost.
Novelty: The numerical illustration demonstrates with an example for comparing the existing methods.
References:-
References
G. Padma Karthiyayini, Dr. S. Ananthalakshmi and Dr. R. Usha Parameswari, “An Innovative Method to solve Transportation Problem Based on a Statistical Tool”, “Advances in Mathematics: Scientific Journal 9(2020), no.5, 2533-2539, ISSN: 1857-8365.DOI:10.37418/amsj.9.5.16.
Vrushabh Vora, Mamta Choudhary, Nishant Ahirrao, Mahendra Chodhary, ”An Efficient Heuristic for Obtaining a Better Initial Basic Feasible Solution in a Transportation Problem”, IOSR Journal Of Mathematics, e-ISSN:2278-5728,p-ISSN:2319-765X.Volume 17,Issue 4 Ser.III (2021),PP 53-69.
G. Padma Karthiyayini, Dr. S. Ananthalakshmi and Dr. R. Usha Parameswari, “A New Approach to Determine the initial Basic Feasible Solution by using SDP method”, in the proceedings of, ISBN: 978-93-94293-01-4(2022).
G. Padma Karthiyayini, Dr. S. Ananthalakshmi and Dr. R. Usha Parameswari, “A Modern Approach For Finding Minimization Cost In Transportation Problem”,” Turkish Journal of Computer and Mathematics Education”, Vol.12. No.IS (2021), 319-322.DOI: https://doi.org/10.17762/turcomat.v12i1S.1827
G. Padma Karthiyayini, Dr. S. Ananthalakshmi and Dr. R. Usha Parameswari, “An Algorithmic Approach to find a Feasible Solution of Transportation Problems by Using the Half Width- Value Method”, in the proceedings of, ISBN: 978-81-948552-93(2022).