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Adaptive-SAHiD Algorithm for Capacitated Arc Routing Problems

机译:自适应SAHiD算法求解容性弧路由问题

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The Capacitated Arc Routing Problem (CARP) is a seminal and challenging problem in combinatorial optimization. Heuristics and meta-heuristics are usually used to address it. When designing or applying heuristics and meta-heuristics, parameter setting, that is, identifying optimal parameter setting for the algorithms, is routinely encountered. Automatic parameter setting, which is dedicated to automatically finding optimal parameter settings for the algorithms, has attracted considerable attention in recent years. However, automatic parameter setting approaches are rarely investigated for CARP. At present, when designing algorithms for CARPs, parameter settings are commonly determined by empirical experimental analysis or according to some guidelines. This paper introduces an adaptive parameter setting method using kernel density estimation to the SAHiD algorithm, which is a scalable approach to CARP, and correspondingly constitutes the so-called Adaptive-SAHiD algorithm. Experimental studies on two CARP benchmark sets with medium-scale and large-scale instances are conducted to evaluate the proposed algorithm’s performance. The results show that Adaptive-SAHiD performs better than the compared algorithms, owing to the adaptive parameter setting. The Adaptive-SAHiD algorithm not only eliminates parameter setting problem for end users but also enhances the performance of the original SAHiD algorithm.
机译:电容弧布线问题(CARP)在组合优化中是一个具有开创性和挑战性的问题。启发式和元启发式通常用于解决它。在设计或应用试探法和元试探法时,通常会遇到参数设置,即为算法识别最佳参数设置。近年来,自动参数设置一直致力于自动寻找算法的最佳参数设置,因此备受关注。但是,很少对CARP研究自动参数设置方法。当前,当设计用于CARP的算法时,通常通过经验实验分析或根据一些准则来确定参数设置。本文将一种采用核密度估计的自适应参数设置方法引入到SAHiD算法中,这是一种可扩展的CARP方法,并相应地构成了所谓的Adaptive-SAHiD算法。对具有中型和大型实例的两个CARP基准集进行了实验研究,以评估所提出算法的性能。结果表明,由于自适应参数设置,Adaptive-SAHiD的性能优于比较算法。自适应SAHiD算法不仅消除了最终用户的参数设置问题,而且还增强了原始SAHiD算法的性能。

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