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On the Quadratic Transportation Problem 被引量:1
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作者 Veena Adlakha Krzysztof Kowalski 《Open Journal of Optimization》 2013年第3期89-94,共6页
We present a direct analytical algorithm for solving transportation problems with quadratic function cost coefficients. The algorithm uses the concept of absolute points developed by the authors in earlier works. The ... We present a direct analytical algorithm for solving transportation problems with quadratic function cost coefficients. The algorithm uses the concept of absolute points developed by the authors in earlier works. The versatility of the proposed algorithm is evidenced by the fact that quadratic functions are often used as approximations for other functions, as in, for example, regression analysis. As compared with the earlier international methods for quadratic transportation problem (QTP) which are based on the Lagrangian relaxation approach, the proposed algorithm helps to understand the structure of the QTP better and can guide in managerial decisions. We present a numerical example to illustrate the application of the proposed method. 展开更多
关键词 QUADRATIC COST Function TRANSPORTATION Problem DIRECT Method dynamic shadow prices
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