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A new crossover approach for solving the multiple travelling salesmen problem using genetic algorithms

机译:一种使用遗传算法解决多重旅行商问题的交叉方法

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This paper proposes a new crossover operator called two-part chromosome crossover (TCX) for solving the multiple travelling salesmen problem (MTSP) using a genetic algorithm (GA) for near-optimal solutions. We adopt the two-part chromosome representation technique which has been proven to minimise the size of the problem search space. Nevertheless, the existing crossover method for the two-part chromosome representation has two limitations. Firstly, it has extremely limited diversity in the second part of the chromosome, which greatly restricts the search ability of the GA. Secondly, the existing crossover approach tends to break useful building blocks in the first part of the chromosome, which reduces the GA's effectiveness and solution quality. Therefore, in order to improve the GA search performance with the two-part chromosome representation, we propose TCX to overcome these two limitations and improve solution quality. Moreover, we evaluate and compare the proposed TCX with three different crossover methods for two MTSP objective functions, namely, minimising total travel distance and minimising longest tour. The experimental results show that TCX can improve the solution quality of the GA compared to three existing crossover approaches.
机译:本文提出了一种新的交叉算子,称为两部分染色体交叉(TCX),用于使用遗传算法(GA)求解近乎最优的解决方案,以解决多重旅行商问题(MTSP)。我们采用了由两部分组成的染色体表示技术,该技术已被证明可以最小化问题搜索空间的大小。然而,现有的用于两部分染色体表示的交叉方法具有两个局限性。首先,它在染色体第二部分的多样性非常有限,这极大地限制了遗传算法的搜索能力。其次,现有的交叉方法往往会破坏染色体第一部分的有用构建基块,从而降低了遗传算法的有效性和解决方案质量。因此,为了通过两部分染色体表示来提高GA搜索性能,我们提出TCX来克服这两个限制并提高解决方案质量。此外,我们针对三种MTSP目标函数,即最小化总行驶距离和最小化最长行程,对三种TCX提出的TCX进行了评估和比较。实验结果表明,与三种现有的交叉方法相比,TCX可以提高GA的解决方案质量。

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