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Identification of nonlinear system using extreme learning machine based Hammerstein model

机译:基于Hammerstein模型的极限学习机辨识非线性系统。

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In this paper, a new method for nonlinear system identification via extreme learning machine neural network based Hammerstein model (ELM-Hammerstein) is proposed. The ELM-Hammerstein model consists of static ELM neural network followed by a linear dynamic subsystem. The identification of nonlinear system is achieved by determining the structure of ELM-Hammerstein model and estimating its parameters. Lipschitz quotient criterion is adopted to determine the structure of ELM-Hammerstein model from input-output data. A generalized ELM algorithm is proposed to estimate the parameters of ELM-Hammerstein model, where the parameters of linear dynamic part and the output weights of ELM'neural network are estimated simultaneously. The proposed method can obtain more accurate identification results with less computation complexity. Three simulation examples demonstrate its effectiveness.
机译:本文提出了一种新的基于极端学习机神经网络的Hammerstein模型(ELM-Hammerstein)进行非线性系统辨识的方法。 ELM-Hammerstein模型由静态ELM神经网络和线性动态子系统组成。非线性系统的识别是通过确定ELM-Hammerstein模型的结构并估计其参数来实现的。采用Lipschitz商准则从输入输出数据确定ELM-Hammerstein模型的结构。提出了一种广义的ELM算法来估计ELM-Hammerstein模型的参数,同时估计线性动态部分的参数和ELM'神经网络的输出权重。所提出的方法能够以更少的计算复杂度获得更准确的识别结果。三个仿真示例证明了其有效性。

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