粒子群优化中的自适应混沌惯性权值

Akugbe Martins Arasomwan, A. Adewumi
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引用次数: 11

摘要

惯性权值是影响粒子群优化算法性能的控制参数之一。自惯量权参数引入粒子群算法以来,为了提高粒子群算法处理优化问题的性能,提出了不同的惯量权策略。每一种惯性权值在改进粒子群算法时都表现出不同程度的效率。然而,这方面的研究仍在进行中。提出了两种基于群成功率的自适应混沌惯性权重策略。实验结果表明,这些策略进一步提高了收敛速度和最佳近最优解的位置。通过一些基准全局优化问题的实证研究,比较了采用所提惯性权值的粒子群算法与采用混沌随机、混沌线性递减惯性权值的粒子群算法以及采用指数函数递减惯性权值的粒子群算法的性能。
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On adaptive chaotic inertia weights in Particle Swarm Optimization
Inertia weight is one of the control parameters that influence the performance of Particle Swarm Optimization (PSO). Since the introduction of the inertia weight parameter into PSO technique, different inertia weight strategies have been proposed to enhance the performance of PSO in handling optimization problems. Each of these inertia weights has shown varying degree of efficiency in improving the PSO algorithm. Research is however still ongoing in this area. This paper proposes two adaptive chaotic inertia weight strategies based on swarm success rate. Experimental results show that these strategies further enhance the speed of convergence and the location of best near optimal solutions. The performance of the PSO algorithm using proposed inertia weights compared with PSO using the chaotic random and chaotic linear decreasing inertia weights as well as the inertia weight based on decreasing exponential function adopted for comparison in this paper are verified through empirical studies using some benchmark global optimization problems.
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