An Optimal Solution for Improved Method to Solving Piecewise Quadratic Fuzzy Transportation Problem

Abstract

A special case of the linear programming problem is the transportation theory. It also examines the case in which goods are transported from suppliers to activities. The primary aim is to minimize the overall cost of shipment while maintaining both the manufacturing limitation and the demand criterion. A new approach for solving piecewise quadratic fuzzy transportation problems for finding an optimal solution to a transport problem is included in this article. The most attractive aspect of this approach is that it requires very simple arithmetical and logical modeling. Therefore, it is very straightforward and easy to learn and use.