1.河南大学河南省智能网络理论与关键技术国际联合实验室,河南开封 475004
2.河南大学软件学院,河南开封 475004
3.河南大学管理科学与工程研究所,河南开封 475004
4.河南大学商学院,河南开封 475004
[ "刘景森 男,1968年1月出生于河南省开封市.现为河南大学软件学院教授、硕士生导师.主要研究方向为智能算法、优化控制和网络安全等. E-mail: ljs@henu.edu.cn" ]
[ "李浩然 男,1996年9月出生于河南省开封市.现为河南大学软件学院硕士研究生.主要研究方向为智能算法. E-mail: lhr@henu.edu.cn" ]
[ "李 煜(通讯作者) 女,1969年1月出生于河南省开封市.现为河南大学商学院教授,硕士生导师.主要研究方向为智能算法和电子商务等." ]
[ "周 欢 女,1990年9月出生于河南省商丘市.现为河南大学商学院教师.主要研究方向为风险管理和智能算法等. E-mail: zhouhuan@henu.edu.cn" ]
收稿:2022-09-30,
修回:2023-01-09,
纸质出版:2023-07-25
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刘景森,李浩然,李煜等.一种面向大规模复杂全局优化的流场吸引动态涡流搜索算法[J].电子学报,2023,51(07):1949-1955.
LIU Jing-sen,LI Hao-ran,LI Yu,et al.A Dynamic Vortex Search Algorithm of Flow Field Attraction for Large-Scale Complex Global Optimization[J].ACTA ELECTRONICA SINICA,2023,51(07):1949-1955.
刘景森,李浩然,李煜等.一种面向大规模复杂全局优化的流场吸引动态涡流搜索算法[J].电子学报,2023,51(07):1949-1955. DOI: 10.12263/DZXB.20221108.
LIU Jing-sen,LI Hao-ran,LI Yu,et al.A Dynamic Vortex Search Algorithm of Flow Field Attraction for Large-Scale Complex Global Optimization[J].ACTA ELECTRONICA SINICA,2023,51(07):1949-1955. DOI: 10.12263/DZXB.20221108.
为了拓展涡流搜索算法的应用能力,提升其求解复杂优化尤其是大规模复杂优化问题的性能,本文提出了一种基于流场吸引流动、逐维半径试探更新和领导层决策机制的动态涡流搜索算法.首先,本文在算法中引入压强差的概念,使候选解依据压强差进一步向着较优解移动,提高算法整体的搜索质量;然后,算法通过逐维半径更新策略,有效避免了在某一维陷入局部极值的情况;最后,本文在中心点的更新中引入领导层决策机制,提高算法快速确定最佳区域的能力.在计算机仿真部分,本文将该改进算法与多组具有不同代表性的对比算法分别在CEC2017套件的100维和CEC2010套件的1 000维上进行了极值优化分析,结果表明改进后的算法无论是在高维问题还是大规模复杂问题上的寻优结果都能领先其他代表性对比算法多个数量级,具有很好的收敛性能.
In order to expand the application capabilities of the vortex search algorithm and improve its performance in solving complex optimization problems
especially large-scale complex optimization problems
a vortex search algorithm is proposed based on attractive flow field operation
dimension-by-dimension dynamic radius
and leadership decision-making mechanism. Firstly
this paper introduces the concept of pressure difference in the algorithm. Candidate solutions further move towards the optimal solution according to pressure difference
which improves the overall search quality of the algorithm. Then
a dimension-by-dimension radius updating strategy is used to avoid trapping into the local minima in a certain dimension.Finally
the leadership decision-making mechanism is introduced into updating the circle center
which improves the algorithm's ability and quickly determines the optimal region. In the simulation section
the improved algorithm and multiple sets of representative comparison algorithms are analyzed for extreme value optimization on the 100 dimensions of the CEC2017 suite and 1 000 dimensions of the CEC2010 suite
respectively. The results show that the improved algorithm can outperform other representative algorithms by multiple orders of magnitude in both high-dimensional and large-scale complex problems
and has good convergence performance.
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