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An analytical bound on the fleet size in vehicle routing problems: a dynamic programming approach
arXiv - CS - Discrete Mathematics Pub Date : 2019-05-14 , DOI: arxiv-1905.05557
Ali Eshragh, Rasul Esmaeilbeigi and Richard Middleton

We present an analytical upper bound on the number of required vehicles for vehicle routing problems with split deliveries and any number of capacitated depots. We show that a fleet size greater than the proposed bound is not achievable based on a set of common assumptions. This property of the upper bound is proved through a dynamic programming approach. We also discuss the validity of the bound for a wide variety of routing problems with or without split deliveries.

中文翻译:

车辆路径问题中车队规模的分析界限:一种动态规划方法

我们提出了车辆路线问题所需车辆数量的分析上限,这些车辆路线问题具有拆分交付和任意数量的有能力的仓库。我们表明,基于一组常见假设,无法实现大于提议界限的车队规模。上界的这个性质是通过动态规划方法证明的。我们还讨论了有或没有拆分交付的各种路由问题的边界的有效性。
更新日期:2020-04-21
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