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A novel genetic algorithm for large scale colored balanced traveling salesman problem

机译:大规模有色平衡旅行商问题的一种新遗传算法

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The paper gives an applicable model called colored balanced traveling salesman problem (CBTSP), it is utilized to model optimization problems with partially overlapped workspace such as the scheduling and deploying of the resources and goods. CBTSP is NP-hard problem, the traditional nature-inspired algorithms, such as genetic algorithm (GA), hill-climbing GA and simulated annealing GA, are easy to fall into local optimum. In order to improve it, the paper proposes a novel genetic algorithm (NGA) based on ITO process to solve CBTSP. First of all, NGA utilizes the dual-chromosome coding to represent solution of this problem, and then updates the solution by the crossover and mutation operator. During the process of crossover operator, the length of crossover can be affected by activity intensity, which is directly proportional to environmental temperature and inversely proportional to particle radius. The experiments verify that NGA can demonstrate better solution quality than the compared algorithms for large scale CBTSP. (C) 2019 Elsevier B.V. All rights reserved.
机译:本文给出了一个适用的模型,称为有色平衡旅行商问题(CBTSP),用于对工作空间部分重叠的优化问题进行建模,例如资源和货物的调度和部署。 CBTSP是一个NP难题,传统的自然启发式算法,例如遗传算法(GA),爬山遗传算法和模拟退火遗传算法,很容易陷入局部最优。为了对其进行改进,提出了一种新的基于ITO的遗传算法(NGA)来求解CBTSP。首先,NGA利用双染色体编码来表示此问题的解决方案,然后由交叉和变异算子更新解决方案。在交叉算子的过程中,交叉的长度会受到活动强度的影响,活动强度与环境温度成正比,与粒子半径成反比。实验证明,与大型CBTSP的比较算法相比,NGA可以证明更好的解决方案质量。 (C)2019 Elsevier B.V.保留所有权利。

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