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Arc-Guided Evolutionary Algorithm for the Vehicle Routing Problem With Time Windows

机译:带时间窗的车辆路径问题的弧引导进化算法

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This paper presents an arc-guided evolutionary algorithm for solving the vehicle routing problem with time windows, which is a well-known combinatorial optimization problem that addresses the service of a set of customers using a homogeneous fleet of capacitated vehicles within fixed time intervals. The objective is to minimize the fleet size following routes of minimum distance. The proposed method evolves a population of mu individuals on the basis of an (mu + lambda) evolution strategy; at each generation, a new intermediate population of lambda individuals is generated, using a discrete arc-based representation combined with a binary vector of strategy parameters. Each offspring is produced via mutation out of arcs extracted from parent individuals. The selection of arcs is dictated by the strategy parameters and is based on their frequency of appearance and the diversity of the population. A multiparent recombination operator enables the self-adaptation of the strategy parameters, while each offspring is further improved via novel memory-based trajectory local search algorithms. For the selection of survivors, a deterministic scheme is followed. Experimental results on well-known large-scale benchmark datasets of the literature demonstrate the competitiveness of the proposed method.
机译:本文提出了一种弧线引导的进化算法,用于解决带有时间窗的车辆路径问题,这是一个众所周知的组合优化问题,它解决了在固定时间间隔内使用均质车辆的同类车队为一组客户提供服务的问题。目的是使沿着最小距离路线的舰队规模最小化。所提出的方法基于(mu + lambda)进化策略来进化一个mu个体的种群;在每一代中,使用离散的基于弧的表示与策略参数的二进制向量相结合,生成一个新的中间lambda个体种群。每个后代都是通过从亲本个体提取的弧中的突变产生的。弧的选择由策略参数决定,并基于其出现的频率和总体的多样性。多亲重组算子可以对策略参数进行自适应,同时通过基于内存的新型轨迹局部搜索算法进一步改善每个后代。为了选择幸存者,遵循确定性方案。在著名的大型基准数据集上的实验结果证明了该方法的竞争力。

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