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Capacitated Single Allocation Hub Location Problem-a Bi-criteria Approach

机译:容量单一分配中心位置问题的双准则方法

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摘要

A different approach to the capacitated single allocation hub location problem is presented. Instead of using capacity constraints to limit the amount of flow that can be received by the hubs, we introduce a second objective function to the model (besides the traditional cost minimizing function), that tries to minimize the time to process the flow entering the hubs. Two bi-criteria single allocation hub location problems are presented: in a first model, total time is considered as the second criteria and, in a second model, the maximum service time for the hubs is minimized. To generate non-dominated solutions an interactive decision-aid approach developed for bi-criteria integer linear programming problems is used. Both bi-criteria models are tested on a set of instances, analyzing the corresponding non-dominated solutions set and studying the reasonableness of the hubs flow charge for these non-dominated solutions. The increased information provided by the non-dominated solutions of the bi-criteria model when compared to the unique solution given by the capacitated hub location model is highlighted.
机译:提出了解决容量较大的单个分配中心位置问题的另一种方法。我们没有使用容量限制来限制集线器可以接收的流量,而是向模型引入了第二个目标函数(除了传统的成本最小化函数),该函数试图最小化处理进入集线器的流量的时间。 。提出了两个双准则单分配集线器位置问题:在第一个模型中,将总时间视为第二个准则,在第二个模型中,将集线器的最大服务时间减至最少。为了生成非支配解,使用了针对双准则整数线性规划问题开发的交互式决策辅助方法。这两个双标准模型都在一组实例上进行了测试,分析了相应的非支配解决方案集,并研究了这些非支配解决方案的集线器流量收费的合理性。与由受限制的枢纽位置模型提供的唯一解决方案相比,双标准模型的非主导解决方案提供的信息增加了。

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