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A simheuristic algorithm for solving the arc routing problem with stochastic demands

机译:一种求解需求随机的弧线布线问题的仿真算法

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This paper proposes a simheuristic algorithm for solving the Arc Routing Problem with Stochastic Demands. Our approach combines Monte Carlo Simulation (MCS) with the RandSHARP metaheuristic, which was originally designed for solving the Capacitated Arc Routing Problem with deterministic demands (CARP). The RandSHARP metaheuristic is a biased-randomised version of a savings-based heuristic for the CARP, which allows it to obtain competitive results for this problem in low computational times. The RandSHARP is then combined with MCS to cope with the stochastic variant of the problem in a natural and efficient way. Our work is based on the use of a safety stock during the route-design stage. This safety stock can then be used during the delivery stage to satisfy unexpected demands. A reliability index is also defined to evaluate the robustness of each solution with respect to possible route failures caused by random demands. Some numerical experiments contribute to validate our approach and to illustrate its potential benefits.
机译:提出了一种求解带随机需求的弧线布线问题的仿真算法。我们的方法将蒙特卡洛模拟(MCS)与RandSHARP元启发式方法结合在一起,后者最初是为解决具有确定性需求(CARP)的电容弧布线问题而设计的。 RandSHARP元启发式算法是CARP基于储蓄的启发式算法的有偏随机版本,它使它可以在较短的计算时间内获得针对该问题的竞争结果。然后将RandSHARP与MCS结合,以自然有效的方式应对问题的随机变化。我们的工作是基于在路线设计阶段使用安全备件的。然后可以在交付阶段使用此安全备件,以满足意外的需求。还定义了可靠性指标,以评估每个解决方案针对由随机需求引起的可能的路由故障的鲁棒性。一些数值实验有助于验证我们的方法并说明其潜在优势。

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