协方差指导下的多种群协同粒子群优化

Peng Liang, Wei Li, Y. Huang
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引用次数: 0

摘要

粒子群优化算法以其参数少、结构简单等优点,被广泛应用于解决各种工程优化问题。传统的粒子群优化算法从两个来源获取信息:全局最优粒子和单个最优粒子。然而,仅从这两个来源学习对于解决复杂的高维问题是低效的。为此,本文提出了一种协方差引导策略的多种群协同粒子群优化(COVPSO)算法,通过协方差引导策略引导种群进化方向。在COVPSO中,根据粒子到全局最优粒子的欧氏距离对群体进行划分,将群体分为精英群体、探索者群体和劣等群体。通过对种群进行分组并采取不同的策略,使得精英群体具有较好的开采能力,而勘探群体具有较好的勘探能力,而劣势群体通过引入微分变异算子来提高整体勘探能力。因此,人口在勘探和开采之间有很好的平衡。本研究利用文献中广泛使用的10个基准函数和5个PSO变体来验证COVPSO的优点,以证明其有效性。实验结果表明,COVPSO具有更快的收敛速度和更精确的解。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Multi-population Cooperative Particle Swarm Optimization with Covariance Guidance
The particle swarm optimization algorithm has been widely utilized to address a wide range of different engineering optimization problems due to its few parameters and simple structure. The conventional particle swarm optimization algorithm takes in information from two sources: Global optimal particle and individual optimal particle. However, learning from these two sources alone is inefficient to solve complex high-dimensional problems. Therefore, this paper proposes a multi-population cooperative particle swarm optimization (COVPSO) algorithm with covariance guidance strategy, through the use of a covariance guidance strategy to guide population evolution direction. In COVPSO, the population is divided based on the Euclidean distance from the particle to the global optimal particle, and the population is divided into the elite group, exploratory group, and inferior group. As a result of grouping the population and adopting different strategies, the elite group has good exploitation ability, while the exploration group has good exploration ability, and the inferior groups by introducing a differential mutation operator to improve global exploration ability. Therefore, the population has a good balance between exploration and exploitation. This study utilizes ten benchmark functions and five PSO variants broadly used in the literature to verify the merits of COVPSO to demonstrate its efficiency. The findings of the experiments show that COVPSO has a faster convergence rate and a more precise solution.
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