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Nonlinear time-varying system identification with recursive Gaussian process

机译:递推高斯过程的非线性时变系统辨识

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Gaussian process model provides a flexible, probabilistic, non-parametric model. Many examples for system identification using Gaussian process have been reported and verified. However, for real plants that have secular change or whose properties change upon time, it is difficult to apply standard Gaussian process and it is important to keep the uncertainties of the modeling properly. In this paper, we consider a system identification for nonlinear time-varying systems using recursive Gaussian process (RGP). We propose two methods for this problem. One is RGP for long-term prediction, and the another is robust RGP for outliers. The effectiveness of the proposed methods will be shown by numerical simulations.
机译:高斯过程模型提供了一个灵活的,概率的,非参数模型。已经报道并验证了使用高斯过程进行系统识别的许多示例。但是,对于具有长期变化或特性随时间变化的真实植物,很难应用标准的高斯过程,并且适当地保持模型的不确定性很重要。在本文中,我们考虑使用递归高斯过程(RGP)的非线性时变系统的系统辨识。针对此问题,我们提出了两种方法。一种是用于长期预测的RGP,另一种是用于离群值的鲁棒RGP。数值模拟表明了所提方法的有效性。

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