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基于混沌精英和Lévy飞行策略的鲸鱼优化算法

夏超 欧阳平 李明 屈盈飞 郭玮峰

计算机技术与发展2024,Vol.34Issue(4):180-186,7.
计算机技术与发展2024,Vol.34Issue(4):180-186,7.DOI:10.20165/j.cnki.ISSN1673-629X.2024.0027

基于混沌精英和Lévy飞行策略的鲸鱼优化算法

Whale Optimization Algorithm Based on Chaotic Elite and Lévy Flight Strategy

夏超 1欧阳平 1李明 2屈盈飞 2郭玮峰1

作者信息

  • 1. 重庆工商大学 废油资源化技术与装备教育部工程研究中心,重庆 400067
  • 2. 重庆工商大学 检测控制集成系统工程实验室,重庆 400067||重庆工商大学 人工智能学院,重庆 400067
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摘要

Abstract

For the problems of slow convergence and low accuracy of Whale Optimization Algorithm(WO A),the WO A based on Tent chaotic Elite and Lévy flight strategy(TELWOA)is proposed.The whale population is initialized by Tent chaotic mapping to maintain the population diversity,and the algorithm convergence speed is accelerated by introducing an elite opposition-based learning strategy to generate the inverse solution for the elite individuals of the initial population and select the population with high adaptation as the next generation whale population.Secondly,by using a nonlinear convergence factor,the imbalance between the algorithm's global search and local search ability is alleviated.Finally,the Lévy flight strategy is used in the whale location search process to avoid the algorithm from falling into local optimum and to improve the global search ability of the algorithm.By analyzing the effectiveness of different improvement strategies and comparing with other intelligent algorithms,it is proved that TELWOA has significant improvement in convergence accuracy,algorithmic stability and global optimization searching ability with comparison algorithms,and it has certain practical engineering application ability.

关键词

鲸鱼优化算法/Tent混沌映射/反向学习策略/非线性收敛因子/Lévy飞行策略

Key words

whale optimization algorithm/Tent chaotic mapping/opposition-based learning/nonlinear convergence factor/Lévy flight strategy

分类

信息技术与安全科学

引用本文复制引用

夏超,欧阳平,李明,屈盈飞,郭玮峰..基于混沌精英和Lévy飞行策略的鲸鱼优化算法[J].计算机技术与发展,2024,34(4):180-186,7.

基金项目

重庆市教委重大科技项目(KJZD-M202200801) (KJZD-M202200801)

重庆市教委科技项目(KJQN202200828) (KJQN202200828)

重庆市研究生创新科研项目(yjscxx2023-211-120) (yjscxx2023-211-120)

计算机技术与发展

OACSTPCD

1673-629X

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