Mari's Algorithm to Solve a Fuzzy Transportation Problem by Using Trapezoidal Fuzzy Number

Authors

  • Antonyraj Martin Assistant Professor, PG & Research Department of Mathematics, Bishop Heber College, Trichy 620017, Tamil Nadu

DOI:

https://doi.org/10.5281/zenodo.7008969

Keywords:

Transportation Problem, Fuzzy Logic, Optimization

Abstract

In this article, the researcher studied Mari’s Algorithm for solving Transportation problems. This research article discusses a modified solution methodology based on the existing method of solving a Transportation Problem [TP]. The author made an attempt to solve the Fuzzified Transportation Problem [FTP] using Modified Mari’s Algorithm. Algorithm is a very simple and lucid method which passes many times the direct optimal solution. This method ensures that the optimal solution to the given FTP can be obtained with less time.

Author Biography

Antonyraj Martin, Assistant Professor, PG & Research Department of Mathematics, Bishop Heber College, Trichy 620017, Tamil Nadu

Dr. M. Antony Raj MSc., PhD., Currently working as an Assistant Professor in PG & Research Department of Mathematics, Bishop Heber College, Trichy, Tamil Nadu, INDIA. I severed as a Chairperson and Reviewer in International conferences and severing as a Reviewer in “Pure and Applied Mathematics Journal”. I have given special lectures in “R Programming [Statistics Models] and DEAP Software & its applications”.  I have contributed 11 Chapters in three different books published in “LAP Lambert Academic Publishing”, Mauritius. So far, I have attended and presented many Research articles in several International Conferences and participated in many workshops. Till today, I have 16 research articles in an International e-Journals and 3 research articles in an International Conference Proceedings

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Published

2022-08-25

How to Cite

Martin, A. (2022). Mari’s Algorithm to Solve a Fuzzy Transportation Problem by Using Trapezoidal Fuzzy Number. International Journal of Information Technology, Research and Applications, 1(2), 16–22. https://doi.org/10.5281/zenodo.7008969

Issue

Section

Regular Issue