A New Approach for Solving Type-2 Fuzzy Shortest Path Problem

V Anusuya, R Sathya
2014 Annals of Pure and Applied Mathematics   unpublished
In a network the arc lengths may represent time or cost. In practical situations, it is reasonable to assume that each arc length is a type-2 discrete fuzzy set. We called it the type-2 discrete fuzzy shortest path problem. In this paper we proposed an algorithm for finding shortest path and shortest path length from source node to destination node using type reduction method. We have compared our result with other measures like Hamming, Normalized Hamming, Exponential type distance measure
more » ... . An illustrative example also included to demonstrate our proposed approach.
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