混合骆驼旅行行为算法在旅行商问题中的应用

M. Demiral
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引用次数: 0

摘要

骆驼旅行行为算法(CA)是Mohammed Khalid Ibrahim和Ramzy Salim Ali在2016年提出的一种受自然启发的元启发式算法。很少有出版物衡量CA在科学文献上的表现。将遗传算法应用于全局优化和一些工程问题。结果表明,CA在全局寻优方面优于粒子群算法和遗传算法。然而,它在组合优化和旅行商问题(TSP)中给出的解很差。此外,将改进的骆驼算法(MCA)应用于工程领域,并证明其优于布谷鸟搜索(CS)、粒子群算法(PSO)和CA。因此,CA需要与建设性启发式算法(最近邻算法- nn)杂交来改进。比较研究使用了13个中小规模数据集,城市规模从29到195不等。结果表明,混合算法(HA)在70%的数据集上优于禁忌搜索(TS)、GA、CA和Ant系统(AS),不包括wi29、eil76、pr76和rat99。此外,还详细分析了最佳、最差、平均解决方案、标准偏差和平均CPU时间的数量。该指标还强调,混合元启发式在寻找可接受的解决方案方面表现出64%的性能。最后,与其他测试算法相比,混合算法在较短的计算时间内解决了中小型数据集的离散问题。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Application of a Hybrid Camel Traveling Behavior Algorithm for Traveling Salesman Problem
Camel Traveling Behavior Algorithm (CA) is a nature-inspired meta-heuristic proposed in 2016 by Mohammed Khalid Ibrahim and Ramzy Salim Ali. There exist few publications that measure the performance of the CA on scientific literature. CA was implemented to global optimization and some engineering problems in the literature. It was shown that CA demonstrates better performance than Particle Swarm Optimization (PSO) and Genetic Algorithm (GA) in global optimization. However, it gives poor solutions at combinatorial optimization as well as in traveling salesman problems (TSP). Besides, a modified camel algorithm (MCA) was applied in the field of engineering and was proved that it is better than Cuckoo Search (CS), PSO, and CA. Therefore, it is a need for improvement in CA by hybridizing with a constructive heuristic (Nearest Neighbor Algorithm-NN). A set of thirteen small and medium-scale datasets that have cities scales ranging from 29 to 195 was used in the comparative study. The results show that the hybrid algorithm (HA) outperforms Tabu Search (TS), GA, CA, and Ant system (AS) for 70% of all datasets, excluding wi29, eil76, pr76, and rat99. Also, it was given that a detailed analysis presents the number of best, worst, average solutions, standard deviation, and average CPU time. The metrics also stress that the hybrid meta-heuristic demonstrates 64% performance in finding acceptable solutions. Finally, the hybrid algorithm solves the discrete problem in short computational times when compared to other test algorithms for small and medium-scale datasets.
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