Abstract
This paper deals with the complete solutions of multiple objective transportation problems with possibilistic coefficients. We consider the problem by incorporating possibilistic data into the coefficients of objectice functions. A solution concept that is attractive from the standpoint of efficiency is specified. A necessary and sufficient condition for such a solution is established. A relationship between solutions of possibilistic levels is constructed. The parametric analysis is used to decompose the parametric space of the equivalent problem. A numerical example is given to illustrate the aspects of the developed results.
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