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A Recursive Identification Algorithm for Wiener Nonlinear Systems with Linear State-Space Subsystem

机译:具有线性状态空间子系统的维纳非线性系统的递归辨识算法

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This paper addresses the problem of recursive identification of Wiener nonlinear systems whose linear subsystems are observable state-space models. The maximum likelihood principle and the recursive identification technique are employed to develop a recursive maximum likelihood identification algorithm which estimates the unknown parameters and the system states interactively. In comparison with the developed recursive maximum likelihood algorithm, a recursive generalized least squares algorithm is also proposed for identification of such Wiener systems. The performance of the developed algorithms is validated by two illustrative examples.
机译:本文解决了线性子系统为可观察状态空间模型的维纳非线性系统的递归辨识问题。利用最大似然原理和递归识别技术来开发一种递归最大似然识别算法,该算法以交互方式估计未知参数和系统状态。与已开发的递归最大似然算法相比,还提出了一种递归广义最小二乘算法来识别这种维纳系统。通过两个说明性示例验证了所开发算法的性能。

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