一种改进粒子群优化算法的新方法

M. Qais, Zeyad AbdulWahid
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引用次数: 9

摘要

在本文中,我们对标准粒子群优化算法进行了一些修改,以获得更好的结果。我们通过插入三角函数(余弦函数和正弦函数)、增加惯性权重和引入一种新的方法来避免停滞问题来修正速度方程。改进后的算法被命名为三角粒子群优化(TriPSO),并通过5个著名的基准函数(Sphere、Ackley、Rastrigin、Rosenbrock和Schwefel p2.26)进行了测试。将所得结果与标准粒子群算法和不同已发表的改进粒子群算法(SPSO、PSO- xd、PSO- s和PSO- p5)的结果进行比较,结果表明,TriPSO的效果最好。
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A new method for improving particle swarm optimization algorithm (TriPSO)
In this paper, we introduced some modifications in the standard particles swarm optimization algorithm to get better results. We modified the velocity equation by inserting triangular functions (cosine and sine), increasing inertia weight and introducing a new method to avoid the stagnation problem. The modified algorithm named as Triangular Particle Swarm Optimization (TriPSO) was tested by five well-known benchmark functions (Sphere, Ackley, Rastrigin, Rosenbrock and Schwefel p2.26). The obtained results are compared with those of standard PSO and different published improved PSO algorithms (SPSO, PSO-XD, CPSO-S and PSO-P5), the comparison showed that TriPSO has the best results.
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