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     2026:7/2

International Journal of Multidisciplinary Research and Growth Evaluation

ISSN: (Print) | 2582-7138 (Online) | Impact Factor: 9.54 | Open Access

To solve via best candidate method balanced and unbalanced dodecagonal transhipment problem

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Abstract

Fuzzy transshipment refers to the fuzzy transportation dilemma in which an available commodity frequently moves from one source to another before arriving at its final destination. We determine the fuzzy optimal solution for the following transshipments throughout this paper: from a destination to any source, from a source to any other source, and from a destination to any source. Most widely utilized approaches for solving transportation problems are attempting to find the ideal answer; as a result, most of these methods are deemed complex and time-consuming to execute. In this work, we employ the best candidate method (BCM), whose central principle is to reduce the number of possible solutions by selecting the best candidates. This method is simple to learn and apply for determining the fuzzy optimal solution to fuzzy transportation problems involving transshipment in real-world settings.

How to Cite This Article

S Vimala (2020). To solve via best candidate method balanced and unbalanced dodecagonal transhipment problem . International Journal of Multidisciplinary Research and Growth Evaluation (IJMRGE), 1(5), 107-111.

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