Abstract
A new method namely, realistic method is proposed for finding an optimal intuitionistic fuzzy (IF) solution to a fully intuitionistic fuzzy transportation (IFT) problem in which ranking functions are not used. The proposed method is based on the crisp transportation algorithm and provides that the optimal IF solution and the optimal objective IF value of the fully IFT problem do not contain any negative part. For illustrating, a fully IFT problem is solved by using the proposed method. The proposed method is an appropriate method to apply for finding an optimal solution of IFT problems occurring in real life situations. Mathematics Subject Classification: 03E72, 03F55, 90B06
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