基于惯性常数策略的均值灰狼优化算法优化函数

S.B. Singh, Narinder Singh, H. Hachimi
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引用次数: 2

摘要

平均灰狼算法是一种基于群体的技术,它模仿了狼的领导层次结构,狼以群体狩猎而闻名。这是非常有趣的方法或执行最不费力,有几个常数调整。算法的性能在很大程度上取决于合适的参数值选择策略来微调其常数。在Mean GWO的位置更新数学方程中加入了权重,以平衡Mean GWO的勘探开发特点。本文提出了一种新的基于惯性权值的算法,称为惯性常数Mena灰狼优化算法(ICMGWO)。通过对现有算法的比较,在已知函数上验证了现有方法的有效性。并将已有的变体与迭代次数最少、最佳得分、标准差、均值、收敛速度和最佳时变进行了比较。统计分析和实验解表明,已有的变体在收敛速度和解质量方面提高了搜索精度。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Inertia Constant strategy on Mean Grey Wolf Optimizer Algorithm for Optimization functions
Mean grey wolf algorithm is a crowd based technique which mimics the leadership hierarchy of wolves are very known for their group hunting. It is very interesting approach or execute most effortless and there are several constants adjust. Performance of the algorithm depends significantly on the suitable parameter value selection strategies for fine tuning its constants. Weight has been applied on the position update mathematical equations of Mean GWO to create a balance amid the exploration and exploitation characteristics of Mean GWO. In this text, has been developed a newly inertial weight based algorithm is called Inertia Constant Mena Grey Wolf Optimizer Algorithm (ICMGWO). The efficiency of the existing method has been verify on the well-known functions during to the comparison of the algorithms. Also existing variant is compared with least number of iterations, best score, standard deviation, mean, convergence rate and best time varying. Statistical analysis and experimental solutions reveals that existing variant improves the search accuracy in terms of convergence rate as well as solution quality.
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