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Improved Memetic Algorithm Based on Route Distance Grouping for Multiobjective Large Scale Capacitated Arc Routing Problems

机译:改进的基于距离距离分组的多目标大规模电容弧路径问题模因算法

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The capacitated arc routing problem (CARP) has attracted considerable attention from researchers due to its broad potential for social applications. This paper builds on, and develops beyond, the cooperative coevolutionary algorithm based on route distance grouping (RDG-MAENS), recently proposed by Mei Although Mei’s method has proved superior to previous algorithms, we discuss several remaining drawbacks and propose solutions to overcome them. First, although RDG is used in searching for potential better solutions, the solution generated from the decomposed problem at each generation is not the best one, and the best solution found so far is not used for solving the current generation. Second, to determine which sub-population the individual belongs to simply according to the distance can lead to an imbalance in the number of the individuals among different sub-populations and the allocation of resources. Third, the method of Mei was only used to solve single-objective CARP. To overcome the above issues, this paper proposes improving RDG-MAENS by updating the solutions immediately and applying them to solve the current solution through areas shared, and then according to the magnitude of the vector of the route direction, and a fast and simple allocation scheme is proposed to determine which decomposed problem the route belongs to. Finally, we combine the improved algorithm with an improved decomposition-based memetic algorithm to solve the multiobjective large scale CARP (LSCARP). Experimental results suggest that the proposed improved algorithm can achieve better results on both single-objective LSCARP and multiobjective LSCARP.
机译:电容弧布线问题(CARP)由于其广泛的社会应用潜力而引起了研究人员的广泛关注。本文基于Mei提出的基于路线距离分组的协作协同进化算法(RDG-MAENS),并在此基础上进行了扩展,尽管Mei的方法已证明优于以前的算法,但我们讨论了一些尚存的缺点并提出了解决方案。首先,尽管RDG用于寻找潜在的更好的解决方案,但是在每一代分解问题中生成的解决方案都不是最佳解决方案,并且迄今为止发现的最佳解决方案并未用于解决当前的解决方案。其次,仅根据距离来确定个体属于哪个子种群,可能导致不同子种群之间的个体数量和资源分配不平衡。第三,Mei方法仅用于求解单目标CARP。为了克服上述问题,本文提出了改进RDG-MAENS的方法,即立即更新解决方案,并通过共享区域将其应用到当前解决方案中,然后根据路线方向向量的大小,进行快速简单的分配提出了一种方案来确定路由属于哪个分解问题。最后,我们将改进算法与改进的基于分解的模因算法相结合,以解决多目标大规模CARP(LSCARP)。实验结果表明,所提出的改进算法在单目标LSCARP和多目标LSCARP上均可取得较好的效果。

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