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Recursive particle swarm optimization applications in radial basis function networks modeling system

机译:递归粒子群算法在径向基函数网络建模系统中的应用

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A novel strategy on particle swarm optimization is proposed to solve dynamic optimization problems, in which the data are obtained not once for all but one by one. The evolutionary states of the particle swarm are guided recursively by the proposed algorithm, according to the information achieved by the continuous data and the prior estimated knowledge on the solution space. The experimental results for three test functions show that radial basis function networks modeling system based on the proposed recursive algorithm requires fewer radial basis functions and gives more accurate results than other traditional improved PSO in solving dynamic problems.
机译:为了解决动态优化问题,提出了一种新的粒子群优化策略,该算法不是一次全部获取数据,而是一次一个地获取数据。根据连续数据获得的信息和对解空间的先验估计知识,所提出的算法以递归方式指导粒子群的演化状态。三个测试函数的实验结果表明,基于该递归算法的径向基函数网络建模系统与其他传统的改进型PSO相比,在求解动态问题时所需的径向基函数更少,并且结果更准确。

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