粒子群算法在多目标优化和混合优化中的应用

Jian Jiao, Xianjia Wang, Liubo Zhang
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引用次数: 2

摘要

粒子群算法(PSO)是群体智能的一种,可以有效地解决大规模的非线性优化问题。粒子群在研究人员中获得了广泛的吸引力,并在各种应用领域中表现出良好的性能,具有混合和专门化的潜力。本文从连续粒子群和离散粒子群两方面综述了粒子群的基本概念。介绍了单目标粒子群算法与多目标粒子群算法的区别。同时讨论了粒子群算法在多目标优化中的实现。为了克服粒子群算法的局限性,许多学者提出了混合优化算法。本文提出了几种混合粒子群算法。
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Applying particle swarm optimization in multiobjective optimization and hybrid optimization
Particle swarm optimization (PSO), part of the swarm intelligence family, is known to effectively solve large-scale nonlinear optimization problems. PSO has gained widespread appeal amongst researchers and has been shown to offer good performance in a variety of application domains, with potential for hybridisation and specialisation. This paper presents a overview of the basic concepts of PSO according to continuous PSO and discrete PSO. The difference between single objective PSO and multiobjective PSO is presented. At the same time an implementation of PSO in multiobjective optimization is discussed. To overcome the limitations of PSO, hybrid optimization algorithms are proposed by many scholars. Several hybrid PSO approaches are presented in this paper.
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