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Ant Colony Optimization For The Two-dimensional Loadingvehicle Routing Problem

机译:二维装载车辆路径问题的蚁群优化

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In this paper a combination of the two most important problems in distribution logistics is considered,known as the two-dimensional loading vehicle routing problem.This problem combines the loading of the freight into the vehicles,and the successive routing of the vehicles along the road network,with the aim of satisfying the demands of the customers. The problem is solved by different heuristics for the loading part,and by an ant colony optimization (ACO) algorithm for the overall optimization.The excellent behavior of the algorithm is proven through extensive computational results. The contribution of the paper is threefold: first,on small-size instances the proposed algorithm reaches a high number of proven optimal solutions,while on large-size instances it clearly outperforms previous heuristics from the literature.Second,due to its flexibility in handling different loading constraints,including items rotation and rear loading,it allows us to draw qualitative conclusions of practical interest in transportation,such as evaluating the potential savings by permitting more flexible loading configurations.Third,in ACO a combination of different heuristic information usually did not turn out to be successful in the past.Our approach provides an example where an ACO algorithm successfully combines two completely different heuristic measures (with respect to loading and routing) within one pheromone matrix.
机译:本文考虑了配送物流中两个最重要的问题的组合,称为二维装载车辆路线问题。该问题将货物装载到车辆中以及车辆沿道路的连续路线相结合网络,以满足客户的需求。通过不同的启发式方法来解决加载部分的问题,并通过蚁群优化(ACO)算法来进行整体优化。本文的贡献有三点:第一,在小型实例中,所提出的算法达到了许多已证明的最优解,而在大型实例中,其算法明显优于文献中先前的启发式算法。第二,由于其在处理上的灵活性不同的装载约束条件(包括物料旋转和后部装载)使我们能够得出运输中实际感兴趣的定性结论,例如通过允许更灵活的装载配置来评估潜在的节省。第三,在ACO中,通常不会结合使用不同的启发式信息我们的方法提供了一个示例,其中ACO算法成功地在一个信息素矩阵中结合了两种完全不同的启发式度量(关于加载和路由)。

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