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Branch-and-price approaches for the network design problem with relays

机译:中继网络设计问题的分支定价方法

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With different names and characteristics, relays play a crucial role in the design of transportation and telecommunication networks. In transportation networks, relays are strategic locations where exchange of drivers, trucks or mode of transportation takes place. In green transportation, relays become the refuelling/recharging stations extending the reach of alternative fuel vehicles. In telecommunication networks, relays are regenerators extending the reach of optical signals. We study the network design problem with relays and present a multi-commodity flow formulation and a branch-and-price algorithm to solve it. Motivated by the practical applications, we investigate the special case where each demand has a common designated source. In this special case, we can show that there exists an optimal design that is a tree. Using this fact, we replace the multi-commodity flow formulation with a tree formulation enhanced withSteiner cuts. Employing a branch-and-price-and-cut schema on this formulation, we are able to further extend computational efficiency to solve large problem instances. (C) 2018 Elsevier Ltd. All rights reserved.
机译:中继具有不同的名称和特征,在交通和电信网络的设计中起着至关重要的作用。在运输网络中,接力是交换驾驶员,卡车或运输方式的战略要地。在绿色运输中,中继站成为加油/充电站,扩展了替代燃料汽车的范围。在电信网络中,中继器是扩展光信号范围的再生器。我们研究了具有中继器的网络设计问题,并提出了一种多商品流程公式和一种分支价格算法来解决该问题。出于实际应用的动机,我们研究了每种需求都有一个共同指定来源的特殊情况。在这种特殊情况下,我们可以证明存在一个最佳设计,即一棵树。利用这一事实,我们用施泰纳切工增强的树木配方代替了多商品流配方。通过在此公式上采用分支和降价的削减方案,我们能够进一步扩展计算效率,以解决大型问题实例。 (C)2018 Elsevier Ltd.保留所有权利。

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