带时间窗的大规模车辆路径问题的超启发式数学方法

Nasser R. Sabar, Xiuzhen Zhang, A. Song
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引用次数: 23

摘要

车辆路径是运输物流领域中最具挑战性但也是最重要的问题。任务是优化一组车辆路线,以最小的交付成本为一组客户服务,同时尊重问题约束,如在给定的时间窗口内到达。本研究提出了一种数学超启发式方法来更有效、更高效地解决这个问题。提出的方法包括两个阶段:数学阶段和超启发式阶段。在数学阶段,将问题分解为子问题,并使用列生成算法独立求解。将这些子问题的解决方案组合起来,然后通过超启发式阶段进行改进。采用带时间窗的大规模车辆路径问题的基准实例进行评价。结果表明了数学阶段的有效性。更重要的是,与两种最先进的方法相比,所提出的方法在所有实例上都获得了更好的解。该方法的计算量也低于其他方法。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A math-hyper-heuristic approach for large-scale vehicle routing problems with time windows
Vehicle routing is known as the most challenging but an important problem in the transportation and logistics filed. The task is to optimise a set of vehicle routes to serve a group of customers with minimal delivery cost while respecting the problem constraints such as arriving within given time windows. This study presented a math-hyper-heuristic approach to tackle this problem more effectively and more efficiently. The proposed approach consists of two phases: a math phase and a hyper-heuristic phase. In the math phase, the problem is decomposed into sub-problems which are solved independently using the column generation algorithm. The solutions for these sub-problems are combined and then improved by the hyper-heuristic phase. Benchmark instances of large-scale vehicle routing problems with time windows were used for evaluation. The results show the effectiveness of the math phase. More importantly the proposed method achieved better solutions in comparison with two state of the art methods on all instances. The computational cost of the proposed method is also lower than that of other methods.
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