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Analytical and empirical study of particle swarm optimization with a sigmoid decreasing inertia weight

机译:S形递减惯性权重的粒子群算法的分析与实证研究

摘要

The particle swarm optimization (PSO) is an algorithm for finding optimal regions of complex search space through interaction of individuals in a population of particles. Search is conducted by moving particles in the space. Some methods area attempted to improve performance of PSO since is founded, including linearly decreasing inertia weight. The present paper proposes a new variation of PSO model where inertia weight is sigmoid decreasing, called as Sigmoid Decreasing Inertia Weight. Performances of the PSO with a SDIW are studied analytically and empirically. The exploration–exploitation tradeoff is discussed and illustrated, as well. Four different benchmark functions with asymmetric initial range settings are selected as testing functions. The experimental results illustrate the advantage of SDIW that may improve PSO performance significantly.
机译:粒子群优化(PSO)是一种算法,用于通过粒子群中个体的交互来找到复杂搜索空间的最佳区域。通过在空间中移动粒子进行搜索。自从建立以来,一些方法领域试图提高PSO的性能,包括线性降低惯性权重。本文提出了一种惯性权重呈S形递减的PSO模型的新变种,称为Sigmoid递减惯性加权。通过分析和经验研究了带有SDIW的PSO的性能。讨论了勘探与开发之间的权衡。选择具有不对称初始范围设置的四个不同基准功能作为测试功能。实验结果表明SDIW的优势可以显着提高PSO性能。

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