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A novel hybrid adaptive collaborative approach based on particle swarm optimization and local search for dynamic optimization problems

机译:基于粒子群优化和局部搜索的动态优化问题的新型混合自适应协作方法

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This paper proposes a novel hybrid approach based on particle swarm optimization and local search, named PSOLS, for dynamic optimization problems. In the proposed approach, a swarm of particles with fuzzy social-only model is frequently applied to estimate the location of the peaks in the problem landscape. Upon convergence of the swarm to previously undetected positions in the search space, a local search agent (LSA) is created to exploit the respective region. Moreover, a density control mechanism is introduced to prevent too many LSAs crowding in the search space. Three adaptations to the basic approach are then proposed to manage the function evaluations in the way that are mostly allocated to the most promising areas of the search space. The first adapted algorithm, called HPSOLS, is aimed at improving PSOLS by stopping the local search in LSAs that are not contributing much to the search process. The second adapted, algorithm called CPSOLS, is a competitive algorithm which allocates extra function evaluations to the best performing LSA. The third adapted algorithm, called CHPSOLS, combines the fundamental ideas of HPSOLS and CPSOLS in a single algorithm. An extensive set of experiments is conducted on a variety of dynamic environments, generated by the moving peaks benchmark, to evaluate the performance of the proposed approach. Results are also compared with those of other state-of-the art algorithms from the literature. The experimental results indicate the superiority of the proposed approach. (C) 2015 Elsevier B.V. All rights reserved.
机译:针对动态优化问题,本文提出了一种基于粒子群优化和局部搜索的混合算法,称为PSOLS。在提出的方法中,经常使用具有模糊仅社交模型的大量粒子来估计问题景观中峰的位置。当群体收敛到搜索空间中以前未检测到的位置时,将创建本地搜索代理(LSA)以利用相应区域。此外,引入了密度控制机制以防止太多的LSA拥挤在搜索空间中。然后,提出了对基本方法的三种调整,以便以大部分分配给搜索空间最有希望的区域的方式来管理功能评估。第一种自适应算法称为HPSOLS,旨在通过停止对搜索过程没有太大贡献的LSA中的本地搜索来改善PSOLS。第二种改进的算法称为CPSOLS,是一种竞争性算法,可将额外的功能评估分配给性能最佳的LSA。第三种适用的算法称为CHPSOLS,它在单个算法中结合了HPSOLS和CPSOLS的基本思想。在移动峰基准测试产生的各种动态环境上进行了广泛的实验,以评估所提出方法的性能。还将结果与文献中其他最新算法的结果进行比较。实验结果表明了该方法的优越性。 (C)2015 Elsevier B.V.保留所有权利。

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