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A Memetic Algorithm with Random Key Crossover and Modified Neighborhood Search for the Solution of Capacitated Arc Routing Problems

机译:一种具有随机关键交叉和修改的邻域搜索电容弧路由问题的迭代算法

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Capacitated Arc Routing Problem (CARP) is a well known combinatorial optimization problem and existing algorithms require numerous function evaluations to solve them. in order to develop the capability to solve dynamic CARP problems, there is a need to further improve the efficiency of these algorithms. the aim of this work is to develop an algorithm that is capable of solving CARP instances efficiently within a limited computational budget of 50,000 function (solution) evaluations. the proposed algorithm is essentially a memetic algorithm embedded with random key crossovers and a modified neighborhood search to improve its rate of convergence. the performance of the algorithm is compared with a recently proposed memetic algorithm (MAENS) across three sets of benchmarks ($gdb$, $val$, $egl$). the results obtained using the proposed algorithm are better for all the above instances clearly highlighting its potential use for dynamic CARP problems.
机译:电容电弧路由问题(CARP)是一个众所周知的组合优化问题,现有算法需要众多功能评估来解决它们。 为了开发解决动态鲤鱼问题的能力,需要进一步提高这些算法的效率。 这项工作的目的是开发一种能够在50,000个功能(解决方案)评估的有限计算预算中有效解决鲤鱼实例的算法。 所提出的算法基本上是嵌入随机关键交叉的麦克算法和修改的邻域搜索,以提高其收敛速率。 将算法的性能与跨三组基准($ GDB $,$ Val $,$ egl $)进行比较的算法。 使用该算法获得的结果对于所有上述实例更好,清楚地突出了其对动态鲤鱼问题的潜在用途。

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