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异构苍鹰优化算法。

The heterogeneous Aquila optimization algorithm.

机构信息

School of electronics and information engineering, Jingchu University of Technology, Jingmen 448000, China.

School of computer engineering, Jingchu University of Technology, Jingmen 448000, China.

出版信息

Math Biosci Eng. 2022 Apr 8;19(6):5867-5904. doi: 10.3934/mbe.2022275.

Abstract

A new swarm-based optimization algorithm called the Aquila optimizer (AO) was just proposed recently with promising better performance. However, as reported by the proposer, it almost remains unchanged for almost half of the convergence curves at the latter iterations. Considering the better performance and the lazy latter convergence rates of the AO algorithm in optimization, the multiple updating principle is introduced and the heterogeneous AO called HAO is proposed in this paper. Simulation experiments were carried out on both unimodal and multimodal benchmark functions, and comparison with other capable algorithms were also made, most of the results confirmed the better performance with better intensification and diversification capabilities, fast convergence rate, low residual errors, strong scalabilities, and convinced verification results. Further application in optimizing three benchmark real-world engineering problems were also carried out, the overall better performance in optimizing was confirmed without any other equations introduced for improvement.

摘要

最近提出了一种名为“雕鸮优化器(Aquila Optimizer,AO)”的新型基于群体的优化算法,具有更好的性能。然而,正如提出者所报告的,在后期迭代中,几乎有一半的收敛曲线几乎没有变化。考虑到 AO 算法在优化中的更好性能和后期收敛率较慢的特点,本文引入了多次更新原理,并提出了异构 AO(HAO)。在单峰和多峰基准函数上进行了仿真实验,并与其他具有竞争力的算法进行了比较,大多数结果证实了更好的性能,具有更好的增强和多样化能力、更快的收敛速度、更低的残差、更强的可扩展性以及令人信服的验证结果。进一步将其应用于优化三个基准工程问题也得到了确认,在没有引入任何其他方程进行改进的情况下,优化的整体性能更好。

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