混沌-BBO:具有动态连续混沌策略的混沌平衡蝶形优化器及其应用

Mengjian Zhang, Guihua Wen, Pei Yang
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摘要

为了使用高性能启发式方法解决现实世界中的受限工程优化问题(CEOP)和乳腺癌分类任务,提出了一种名为Chaos-BBO的新型混沌平衡蝶优化算法,该算法对气味动态参数\(C_1\)和平衡动态参数\(C_2\)采用混沌调节策略。BBO基本算法的灵感来源于特殊蝴蝶的嗅觉和光感。值得注意的是,本文收集了十二种一维连续混沌映射,与常见的十种混沌映射有一定区别。我们收集了十二种连续混沌映射函数,以扩大它们在蜂群智能(SI)算法中的应用范围,并详细描绘了它们的混沌特性。应用23个CEC和9个CEC2022基准函数评估了所设计的Chaos-BBO的性能,并与基本BBO算法的FA、GWO算法、BOA、HHO算法、SMA、JS算法、AO算法、AHA和HBA专家进行了比较。然后,利用弗里德曼秩和检验(Friedman rank and Wilcoxon rank-sum (WRS))分析比较方法的统计特性和排名。最后,利用所提出的混沌-BBO算法处理了八个CEOPs和乳腺癌分类任务。数值优化和应用任务的结果证明了所设计的混沌-BBO方法的优越性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。

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Chaos-BBO: Chaos balanced butterfly optimizer with dynamic continuum chaotic strategies and its applications

To address the real-world constrained engineering optimization problem (CEOP) and the breast cancer classification task using a high-performance heuristic approach, a novel Chaos balanced butterfly optimizer, named Chaos-BBO, was proposed with chaos regulation strategies for the smell dynamic parameter \(C_1\) and balance dynamic parameter \(C_2\). The basic BBO algorithm was inspired by the smell and light perception of the special butterfly. Notably, this article collected twelve continuum chaotic mappings with one-dimensional, which has some differences from the common ten chaos mappings. we collected twelve continuum chaotic mapping functions to expand their application scope in the swarm intelligent (SI) algorithm, and their chaotic properties were also depicted in detail. Twenty-three CEC and nine CEC2022 benchmark functions were applied to evaluate the performance of the designed Chaos-BBO, which was compared to FA, GWO algorithm, BOA, HHO algorithm, SMA, JS algorithm, AO algorithm, AHA, and HBA expert for the basic BBO algorithm. Then, Friedman rank and Wilcoxon rank-sum (WRS) tests were utilized to analyze the statistical properties and rankings of the comparison methods. Finally, the proposed Chaos-BBO was utilized to address eight CEOPs and the breast cancer classification task. The results of the numerical optimization and application tasks demonstrated the superiority of the designed Chaos-BBO approach.

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