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A novel approximation method to obtain initial basic feasible solution of transportation problem

机译:一种新的近似方法,以获得运输问题的初始基本可行解决方法

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The transportation problem is one of the important problems in the field of optimization. It is related to finding the minimum cost transportation plan for moving to a certain number of demand points from a certain number of sources. Various methods for solving this problem have been included in the literature. These methods are usually developed for an initial solution or optimal solution. In this study, a novel method to find the initial solution to the transportation problem is proposed. This new method called Karagul-Sahin Approximation Method was compared with six initial solution methods in the literature using twenty-four test problems. Compared to other methods, the proposed method has obtained the best initial solution to 17 of these problems with remarkable calculation times. In conclusion, the solutions obtained by the proposed method are as good as the solutions obtained with Vogel's approach and as fast as the Northwest Corner Method.
机译:运输问题是优化领域的重要问题之一。且与找到从一定数量的来源移动到一定数量的需求点的最低成本运输计划。解决这个问题的各种方法已包括在文献中。这些方法通常用于初始解决方案或最佳解决方案。在本研究中,提出了一种寻找运输问题初始解决方案的新方法。将这种新方法称为Karagul-Sahin逼近方法的方法与使用二十四个测试问题的文献中的六种初始解决方案方法进行了比较。与其他方法相比,所提出的方法已经获得了最佳初始解决方案,以具有显着的计算时间。总之,通过所提出的方法获得的溶液与Vogel方法获得的溶液一样好,并且尽可能快地作为西北角方法。

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