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Feedback loop mechanisms based particle swarm optimization with neighborhood topology

机译:基于反馈环机制的邻域拓扑粒子群算法

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Particle swarm optimization (PSO) is an optimization approach and has been widely used for a verity of optimization problem in both research and industrial domains. Due to the potential of PSO, several variants of the original PSO algorithms have been developed to improve PSO's efficiency and robustness. This paper proposes another variant of particle swarm optimization algorithm, called N-PidSO. This N-PidSO algorithm is based on classical feedback control theory and topological neighborhood, which offers better search efficiency and convergence stability. As a result, our N-PidSO method features faster searching from the proportional term without steady-state error. And empirical results show that our N-PidSO algorithm is able to achieve high performance for both unimodal and multimodal optimization problems.
机译:粒子群优化(PSO)是一种优化方法,已广泛用于研究和工业领域的所有优化问题。由于PSO的潜力,已经开发了一些原始PSO算法的变体来提高PSO的效率和鲁棒性。本文提出了另一种粒子群优化算法,称为N-PidSO。该N-PidSO算法基于经典的反馈控制理论和拓扑邻域,可提供更好的搜索效率和收敛稳定性。结果,我们的N-PidSO方法具有从比例项进行更快搜索的功能,而没有稳态误差。实验结果表明,我们的N-PidSO算法能够解决单峰和多峰优化问题。

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