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Publication Type : Journal Article
Publisher : International journal of Chemistry, Mathematics and Physics
Source : International journal of Chemistry, Mathematics and Physics, 4 (3) (2020), 51--56
Campus : Amaravati
School : School of Physical Sciences
Department : Chemistry
Year : 2020
Abstract : Transportation Problem is one of the models in the Linear Programming problem. The objective of this paper is to transport the item from the origin to the destination such that the transport cost should be minimized, and we should minimize the time of transportation. To achieve this, a new approach using harmonic mean method is proposed in this paper. In this proposed method transportation costs are represented by generalized trapezoidal fuzzy numbers. Further comparative studies of the new technique with other existing algorithms are established by means of sample problems
Cite this Research Publication : S. S. Kumar, P. Raja, P. Shanmugasundram, S. Thota: A New Method to Solving Generalized Fuzzy Transportation Problem-Harmonic Mean Method, International journal of Chemistry, Mathematics and Physics, 4 (3) (2020), 51--56