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Asymptotic properties of Hammerstein model estimates

机译:Hammerstein模型估计的渐近性质

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Considers the estimation of Hammerstein models. The main result of the paper lies in a specification of a set of sufficient conditions on the input sequence, the noise (and the true system) in order to ensure that a non-linear least-squares approach enjoys properties of consistency and asymptotic normality and furthermore, that an estimate of the parameter covariance matrix is also consistent. The set of assumptions is specified using the concept of near epoch dependence, which has been developed in the econometrics literature. Indeed, one purpose of the paper is to highlight the usefulness of this concept in the context of analysing estimation procedures for nonlinear dynamical systems. This setup is utilized in an example, where the static nonlinearity is due to input saturation.
机译:考虑Hammerstein模型的估计。本文的主要结果在于对输入序列,噪声(和真实系统)的一组充分条件进行规范,以确保非线性最小二乘法具有一致性和渐近正态性,以及此外,参数协方差矩阵的估计也是一致的。假设集是使用计量经济学文献中已发展的近纪相关性的概念来指定的。确实,本文的一个目的是在分析非线性动力系统的估计程序的背景下突出此概念的实用性。在一个示例中利用此设置,其中静态非线性是由于输入饱和引起的。

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