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首页> 外文期刊>Applied Intelligence: The International Journal of Artificial Intelligence, Neural Networks, and Complex Problem-Solving Technologies >A hyper-heuristic with two guidance indicators for bi-objective mixed-shift vehicle routing problem with time windows
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A hyper-heuristic with two guidance indicators for bi-objective mixed-shift vehicle routing problem with time windows

机译:具有两种指导指标的超高启发式,用于时间窗口的双目标混合换档车辆路由问题

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In this paper, a Mixed-Shift Vehicle Routing Problem is proposed based on a real-life container transportation problem. In a long planning horizon of multiple shifts, transport tasks are completed satisfying the time constraints. Due to the different travel distances and time of tasks, there are two types of shifts (long shift and short shift) in this problem. The unit driver cost for long shifts is higher than that of short shifts. A mathematical model of this Mixed-Shift Vehicle Routing Problem with Time Windows (MS-VRPTW) is established in this paper, with two objectives of minimizing the total driver payment and the total travel distance. Due to the large scale and nonlinear constraints, the exact search showed is not suitable to MS-VRPTW. An initial solution construction heuristic (EBIH) and a selective perturbation Hyper-Heuristic (GIHH) are thus developed. In GIHH, five heuristics with different extents of perturbation at the low level are adaptively selected by a high level selection scheme with the Hill Climbing acceptance criterion. Two guidance indicators are devised at the high level to adaptively adjust the selection of the low level heuristics for this bi-objective problem. The two indicators estimate the objective value improvement and the improvement direction over the Pareto Front, respectively. To evaluate the generality of the proposed algorithms, a set of benchmark instances with various features is extracted from real-life historical datasets. The experiment results show that GIHH significantly improves the quality of the final Pareto Solution Set, outperforming the state-of-the-art algorithms for similar problems. Its application on VRPTW also obtains promising results.
机译:本文提出了一种基于现实寿命集装箱运输问题的混合换档车辆路由问题。在多班次的漫长规划地平线中,完成运输任务,满足时间约束。由于不同的旅行距离和任务时间,在这个问题中有两种类型的班次(长移位和短班)。长移位的单位驱动程序成本高于短班次。本文建立了与时间窗口(MS-VRPTW)的混合换档车辆路由问题的数学模型,有两个目标最小化总驱动程序支付和总行程距离。由于大规模和非线性约束,所显示的确切搜索不适合MS-VRPTW。因此,制定了初始解决方案建设启发式(EBIH)和选择性扰动超启发式(GIHH)。在GIHH中,通过高水平选择方案与山攀爬验收标准自适应地选择具有不同扰动范围的五个具有不同范围的启发式。两个指导指标在高层设计,以适应地调整该双目标问题的低水平启发式的选择。这两个指标分别估计了帕累托前部的客观值改善和改善方向。为了评估所提出的算法的一般性,从真实历史数据集中提取了一组具有各种功能的基准实例。实验结果表明,GIHH显着提高了最终帕累托解决方案集的质量,优于最先进的算法进行类似问题。它在VRPT上的应用也获得了有希望的结果。

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