Solve Transportation Problem

Solve Transportation Problem-28
In this paper, we consider a class of transportation problems which arises in sample surveys and other areas of statistics.The associated cost matrices of these transportation problems are of special structure.

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・ Phase 3: Optimize the initial basic feasible solution which is obtained in Phase 2. [9] , Kasana & Kumar [10] , Kirca and Satir [11] , M. ・ Step-4: Form a new table which is to be known as allocation table (AT) by keeping the MOC in the respective cost cell/cells as it was/were, and subtract selected MOC only from each of the odd cost valued cells of the TT.

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We observe that the optimality of North West corner solution holds for the general problem where cost component is replaced by a convex function.

We revisit assignment problem and present a weighted version of K$\ddot$nig-Egerv$\acute$ry theorem and Hungarian method.


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