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Intuitionistic Fuzzy Programming Technique to Solve Multi-objective Transportation Problem


This paper presents a solution of the multi-objective transportation problem via Fuzzy Programming Algorithm and the product is to be transported from source i to destination j. The time and cost of transportation from source i to destination j were recorded. Here we have considered MOTP with intuitionistic fuzzy numbers and completed the problem in both ways. Therefore the optimal compromise solution will remain same both the exponential and linear membership function. For the solution the membership functions are used for such a problem. LINDO/TORA statistical software was employed in the data analysis and is completed in two stages. 

Ajjaz Maqbool, Chitranjan Sharma 

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