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A genetic algorithm for the uncapacitated single allocation planar hub location problem

机译:一种无能力单分配平面枢纽定位问题的遗传算法

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Given a set of n interacting points in a network, the hub location problem determines location of the hubs (transfer points) and assigns spokes (origin and destination points) to hubs so as to minimize the total transportation cost. In this study, we deal with the uncapacitated single allocation planar hub location problem (PHLP). In this problem, all flow between pairs of spokes goes through hubs, capacities of hubs are infinite, they can be located anywhere on the plane and are fully connected, and each spoke must be assigned to only one hub. We propose a mathematical formulation and a genetic algorithm (PHLGA) to solve PHLP in reasonable time. We test PHLGA on simulated and real life data sets. We compare our results with optimal solution and analyze results for special cases of PHLP for which the solution behavior can be predicted. Moreover, PHLGA results for the AP and CAB data set are compared with other heuristics. (C) 2014 Elsevier Ltd. All rights reserved.
机译:给定网络中的一组n个交互点,集线器位置问题将确定集线器的位置(转移点),并将轮辐(起点和目的地点)分配给集线器,以使总运输成本最小化。在这项研究中,我们处理无能力的单分配平面集线器位置问题(PHLP)。在此问题中,成对的轮辐之间的所有流量都经过轮毂,轮毂的容量是无限的,它们可以位于飞机上的任何位置并完全连接,并且每个轮辐只能分配给一个轮毂。我们提出数学公式和遗传算法(PHLGA)以在合理的时间内求解PHLP。我们在模拟和现实数据集上测试PHLGA。我们将结果与最佳解决方案进行比较,并分析可以预测解决方案行为的PHLP特殊情况的结果。此外,将AP和CAB数据集的PHLGA结果与其他启发式方法进行了比较。 (C)2014 Elsevier Ltd.保留所有权利。

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