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Memetic algorithm for the multiple traveling repairman problem with profits

机译:具有获利的多重旅行修理工问题的模因算法

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In this study, we extend the traveling repairman problem with profits (TRPP) by considering the use of multiple vehicles, which occurs commonly in practice. We call the resulting problem the multiple traveling repairman problem with profits (MTRPP). In MTRPP, a fleet of identical vehicles is dispatched to visit a subset of nodes in order to collect time-dependent profits. To solve MTRPP, we present a highly effective memetic algorithm, which combines (i) a randomized greedy construction method for initial solution generation, (ii) a variable neighborhood search for local refinement, and (iii) a dedicated route-based crossover operator for solution recombination. Computational experiments performed on a large set of instances reveal the efficiency of the algorithm. Additionally, we demonstrate the relevance of our algorithm for the classic TRPP. The reported computational results serve as a benchmark for future researchers who wish to investigate the problem.
机译:在这项研究中,我们通过考虑使用多辆车辆扩展了获利的旅行修理工问题(TRPP),这在实践中很常见。我们称结果问题为有利润的多次旅行修理工问题(MTRPP)。在MTRPP中,派遣了一批相同的车辆来访问节点的子集,以收集与时间有关的利润。为了解决MTRPP,我们提出了一种高效的模因算法,该算法结合了(i)用于初始解生成的随机贪婪构造方法,(ii)用于局部优化的可变邻域搜索,以及(iii)专用的基于路线的交叉算子解决方案重组。在大量实例上进行的计算实验揭示了该算法的效率。此外,我们证明了算法与经典TRPP的相关性。报告的计算结果可作为希望研究此问题的未来研究人员的基准。

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