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Consistent estimation of autoregressive parameters from noisy observations based on two interacting Kalman filters

机译:基于两个相互作用的卡尔曼滤波器的嘈杂观测值对自回归参数的一致估计

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摘要

The estimation of the parameters of an autoregressive process (AR) from noisy observations is still a challenging problem. In this paper, we propose to sequentially estimate both the signal and the parameters, avoiding a non-linear approach such as the extended Kalman filter. The method is based on two conditionally linked Kalman filters running in parallel. Once a new observation is available, the first filter uses the latest estimated AR parameters to estimate the signal, while the second filter uses the estimated signal to update the AR parameters. This approach can be viewed as a recursive instrumental variable-based method and hence has the advantage of providing consistent estimates of the parameters from noisy observations. A comparative study with existing algorithms illustrates the performances of the proposed method when the additive noise is either white or coloured.
机译:从嘈杂的观察中估计自回归过程(AR)的参数仍然是一个具有挑战性的问题。在本文中,我们建议依次估计信号和参数,避免使用诸如扩展卡尔曼滤波器之类的非线性方法。该方法基于并行运行的两个条件链接的卡尔曼滤波器。一旦有了新的观测值,第一个过滤器将使用最新的估计AR参数来估计信号,而第二个过滤器将使用估计的信号来更新AR参数。这种方法可以看作是一种基于递归工具变量的方法,因此具有从嘈杂的观察中提供一致的参数估计的优势。与现有算法的比较研究表明,当加性噪声为白色或彩色时,所提方法的性能。

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