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Simplified particle swarm optimization algorithm based on particles classification

机译:基于粒子分类的简化粒子群优化算法

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When basic particle swarm optimization algorithm (PSO) is used to resolve some complex problems, its global optimal model usually falls into local optimal value and its local model has slowest convergence velocity in the later stage of evolution. So, a simplified particle swarm optimization algorithm is proposed. Firstly, all particles in whole swarm are divided into three categories, denoted as the better particles, the ordinary particles and the worse particles according to their fitness. After the velocity equation of PSO is analyzed, the velocity part of PSO's iteration equations is removed rationally. Then, these three types of particles evolve dynamically according to three corresponding kinds of simplified algorithm models. Then, PSO, other two improved PSOs with good optimization performance at present and simplified PSO proposed by this paper all are used to resolve the optimization problems of four widely used test functions, and the results show that simplified PSO has better optimization performance than others.
机译:当基本粒子群优化算法(PSO)用于解决一些复杂的问题时,其全局最优模型通常落入本地最佳值,并且其本地模型在进化的后期阶段具有最慢的收敛速度。因此,提出了一种简化的粒子群优化算法。首先,整个群中的所有颗粒被分成三类,表示为更好的颗粒,普通颗粒和较差的颗粒根据其适应度。在分析PSO的速度方程之后,PSO迭代方程的速度部分合理地消除。然后,这三种类型的粒子根据三种对应的简化算法模型动态演变。然后,PSO,其他两个改进的PSO具有良好的优化性能,目前和简化的PSO均用于解决四种广泛使用的测试功能的优化问题,结果表明简化的PSO具有比其他PSO更好的优化性能。

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