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结合动态反向学习和拉普拉斯交叉的差分变异量子蜜獾算法用于模糊前端产品设计

Differential Mutation Incorporated Quantum Honey Badger Algorithm with Dynamic Opposite Learning and Laplace Crossover for Fuzzy Front-End Product Design.

作者信息

Huang Jiaxu, Hu Haiqing

机构信息

School of Economics and Management, Xi'an University of Technology, Xi'an 710054, China.

出版信息

Biomimetics (Basel). 2024 Jan 2;9(1):0. doi: 10.3390/biomimetics9010021.

Abstract

In this paper, a multi-strategy fusion enhanced Honey Badger algorithm (EHBA) is proposed to address the problem of easy convergence to local optima and difficulty in achieving fast convergence in the Honey Badger algorithm (HBA). The adoption of a dynamic opposite learning strategy broadens the search area of the population, enhances global search ability, and improves population diversity. In the honey harvesting stage of the honey badger (development), differential mutation strategies are combined, selectively introducing local quantum search strategies that enhance local search capabilities and improve population optimization accuracy, or introducing dynamic Laplacian crossover operators that can improve convergence speed, while reducing the odds of the HBA sinking into local optima. Through comparative experiments with other algorithms on the CEC2017, CEC2020, and CEC2022 test sets, and three engineering examples, EHBA has been verified to have good solving performance. From the comparative analysis of convergence graphs, box plots, and algorithm performance tests, it can be seen that compared with the other eight algorithms, EHBA has better results, significantly improving its optimization ability and convergence speed, and has good application prospects in the field of optimization problems.

摘要

本文提出了一种多策略融合增强型蜜獾算法(EHBA),以解决蜜獾算法(HBA)容易收敛到局部最优以及难以实现快速收敛的问题。采用动态反向学习策略拓宽了种群的搜索区域,增强了全局搜索能力,提高了种群多样性。在蜜獾(进化)的采蜜阶段,结合差分变异策略,选择性地引入增强局部搜索能力、提高种群优化精度的局部量子搜索策略,或者引入能提高收敛速度、同时降低HBA陷入局部最优几率的动态拉普拉斯交叉算子。通过在CEC2017、CEC2020和CEC2022测试集以及三个工程实例上与其他算法进行对比实验,验证了EHBA具有良好的求解性能。从收敛图、箱线图和算法性能测试的对比分析可以看出,与其他八种算法相比,EHBA有更好的结果,显著提高了其优化能力和收敛速度,在优化问题领域具有良好的应用前景。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/16c9/11154476/1f1a33893447/biomimetics-09-00021-g001.jpg

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