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Autoregressive Process Parameters Estimation under Non-Classical Error Model

机译:非经典误差模型下的自回归过程参数估计

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Error in measuring time varying data setting is one important source of bias in estimating of time series modeling parameters. When the measurement error model is non-classic, this raises the question whether the different measurement error model strategy might differently affect the estimation of the time series modeling parameters. In this article, we investigate this in Autoregressive (AR) model parameters estimation under the non-classical measurement error model. We compare the parameters estimation of the AR model under the classical and non- classical error models. We perform analytically this on the AR model of order p. Further, we confirm this through simulation study specifically on the AR model of order 1.
机译:测量时变数据设置中的误差是估计时间序列建模参数时偏差的重要来源之一。当测量误差模型为非经典模型时,这就提出了一个问题,即不同的测量误差模型策略是否可能会不同地影响时间序列建模参数的估计。在本文中,我们将在非经典测量误差模型下的自回归(AR)模型参数估计中对此进行研究。我们比较了经典和非经典误差模型下AR模型的参数估计。我们对阶为p的AR模型进行分析。此外,我们通过针对第1阶AR模型的仿真研究证实了这一点。

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