粒子群优化
数学优化
群体行为
人口
计算机科学
操作员(生物学)
惯性
适应性突变
趋同(经济学)
局部最优
遗传算法
水准点(测量)
突变
数学
物理
生物
地理
生物化学
人口学
大地测量学
抑制因子
经典力学
社会学
经济增长
转录因子
经济
基因
作者
Shengliang Wang,Genyou Liu,Ming Gao,Shilong Cao,Aizhi Guo,Jiachen Wang
标识
DOI:10.1016/j.ins.2020.06.027
摘要
Abstract In this paper, a heterogeneous comprehensive learning and dynamic multi-swarm particle swarm optimizer with two mutation operators (HCLDMS-PSO) is presented. In addition, a comprehensive learning (CL) strategy with the global optimal experience of the whole population is conducted to generate an exploitation subpopulation exemplar. However, a modified dynamic multi-swarm (DMS) strategy is specially designed to construct the exploration subpopulation exemplar. In the canonical DMS strategy, it is unfavorable for different sub-swarms to use the same linear decreasing inertia weight parameter. We first propose classifying the DMS sub-swarms at the search level and then constructing a novel nonlinear adaptive decreasing inertia weight for different sub-swarms, introducing a non-uniform mutation operator to enhance its exploration capability. Finally, the gbest of the whole population also adopts a Gaussian mutation operator to avoid falling into the local optimum. The particles of the two subpopulations will update their velocity independently without crippling one another to prevent a loss of diversity. The performance of HCLDMS-PSO is compared with those of 8 other PSO variants and 11 evolutionary algorithms on two classical benchmark optimization problems and a real-world engineering problem. Experimental results demonstrate that the HCLDMS-PSO improves the convergence speed, accuracy, and reliability on most optimization problems.
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