Inertia weight strategies in Multiswarm Particle swarm Optimization

Sami Zdiri, Jaouher Chrouta, A. Zaafouri
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引用次数: 2

Abstract

The Particle Swarm Optimization (PSO) algorithm is widely applied in several areas of activity, namely image processing, modeling and system identification. To improve the search performance of this algorithm, several strategies have been used at this level. Among these are the MSPSO (Multiswarm Particle Swarm Optimization) algorithm. On the other hand, like the majority of metaheuristic algorithms, its performances are strongly correlated with the settings parameters, namely, component of inertia (w), cognitive component (c1) and social component (c2)). Since the introduction of this parameter, there have been a number of proposals of different strategies for determining the best value of inertia weight. This paper presents the first comprehensive review of the various inertia weight strategies. In MSPSO algorithm, these approaches are classified and discussed in three main groups. Studies on 12 static test problems show that the weight of adaptive inertia w6 in the third class is the best strategy for better accuracy, which is efficient enough to adapt the value of w in the search space.
多群粒子群优化中的惯性权重策略
粒子群优化(PSO)算法广泛应用于图像处理、建模和系统识别等多个领域。为了提高该算法的搜索性能,在这个层次上使用了几种策略。其中包括MSPSO(多群粒子群优化)算法。另一方面,与大多数元启发式算法一样,其性能与设置参数密切相关,即惯性成分(w)、认知成分(c1)和社会成分(c2)。自引入该参数以来,已经提出了许多确定惯性权重最佳值的不同策略。本文首次全面回顾了各种惯性权重策略。在MSPSO算法中,将这些方法分为三大类进行了分类和讨论。对12个静态测试问题的研究表明,第三类自适应惯量w6的权重是获得更好精度的最佳策略,该策略足够有效地适应搜索空间中w的值。
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