动态优化问题的多样性驱动多种群粒子群算法

Pei-Yao Zhu, Sheng-Hao Wu, Ke-Jing Du, Hua Wang, Jun Zhang, Zhi-hui Zhan
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引用次数: 0

摘要

动态优化问题(DOP)是由一系列具有不同问题特征的静态问题组成的一类问题。现有的动态优化算法的主要思想是利用有限的计算资源,不断地定位和跟踪变化的最优解。因此,如何增强静态问题在环境中寻找最优解的探索能力,以及如何提高对不同环境中变化的最优解的适应能力,是有效解决DOP的两个关键问题。为了解决这些问题,我们提出了一种多样性驱动的多种群粒子群优化(DMPSO)算法。首先,我们提出了一种基于中心信息的更新策略,以增强粒子群算法在每个子种群中的探索能力。其次,提出了一种停滞子种群激活策略来激活停滞子种群,并提出了一种随机漫步策略来提高表现最佳的子种群的最优跟踪能力。第三,提出了一种基于档案的初始化策略来重新初始化种群。在移动峰值基准上进行了实验研究,将DMPSO算法与一些最先进的动态优化算法进行了比较。实验结果表明,所提出的DMPSO算法优于竞争算法,验证了所提出算法的有效性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Diversity-driven Multi-population Particle Swarm Optimization for Dynamic Optimization Problem
Dynamic optimization problem (DOP) is a kind of problem that contains a series of static problems with different problem characteristics. The main idea of the existing dynamic optimization algorithms is to continuously locate and track changing optimal solutions using limited computational resources. Hence, how to strengthen the exploration ability for locating the optimum of the static problem in an environment and how to improve the adaptation ability to the changing optima in different environments are two key issues for efficiently solving DOP. To address these issues, we propose a diversity-driven multi-population particle swarm optimization (DMPSO) algorithm. First, we propose a center information-based update strategy to strengthen the exploration ability of the PSO algorithm in each subpopulation. Second, a stagnant subpopulation activation strategy is proposed to activate the stagnant subpopulations, and a random walk strategy is proposed to improve the optima tracking capability of the best-performing subpopulation. Third, an archive-based initialization strategy is proposed to reinitialize the population. Experimental studies are conducted on the moving peaks benchmark to compare the DMPSO algorithm with some state-of-the-art dynamic optimization algorithms. The experimental results show that the proposed DMPSO algorithm outperforms the contender algorithms which validate the effectiveness of the proposed algorithm.
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