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Convergence proof of an enhanced Particle Swarm Optimisation method integrated with Evolutionary Game Theory

机译:结合进化博弈论的改进粒子群算法的收敛性证明

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This paper proposes an enhanced Particle Swarm Optimisation (PSO) algorithm and examines its performance. In the proposed PSO approach, PSO is combined with Evolutionary Game Theory to improve convergence. One of the main challenges of such stochastic optimisation algorithms is the difficulty in the theoretical analysis of the convergence and performance. Therefore, this paper analytically investigates the convergence and performance of the proposed PSO algorithm. The analysis results show that convergence speed of the proposed PSO is superior to that of the Standard PSO approach. This paper also develops another algorithm combining the proposed PSO with the Standard PSO algorithm to mitigate the potential premature convergence issue in the proposed PSO algorithm. The combined approach consists of two types of particles, one follows Standard PSO and the other follows the proposed PSO. This enables exploitation of both diversification of the particles' exploration and adaptation of the search direction. (C) 2016 Elsevier Inc. All rights reserved.
机译:本文提出了一种增强的粒子群优化(PSO)算法,并研究了其性能。在提出的PSO方法中,PSO与演化博弈论相结合以提高收敛性。这种随机优化算法的主要挑战之一是难以对收敛性和性能进行理论分析。因此,本文分析地研究了提出的PSO算法的收敛性和性能。分析结果表明,提出的PSO的收敛速度优于标准PSO的收敛速度。本文还开发了另一种算法,将提出的PSO与标准PSO算法相结合,以减轻提出的PSO算法中潜在的过早收敛问题。组合方法包括两种类型的粒子,一种遵循标准PSO,另一种遵循建议的PSO。这使得能够利用粒子探索的多样化和搜索方向的适应。 (C)2016 Elsevier Inc.保留所有权利。

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