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Time-Varying Moving Average Model for Autocovariance Nonstationary Time Series

机译:自协方差非平稳时间序列的时变移动平均模型

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In time series analysis, fitting the Moving Average (MA) model is more complicated than Autoregressive (AR) models because the error terms are not observable. This means that iterative nonlinear fitting procedures need to be used in place of linear least squares. In this paper, Time-Varying Moving Average (TVMA) models are proposed for an autocovariance nonstationary time series. Through statistical analysis, the parameter estimates of the MA models demonstrate high statistical efficiency. The Akaike Information Criterion (AIC) analyses and the simulations by the TVMA models were carried out. The suggestion about the TVMA model selection is given at the end. This research is useful for analyzing an autocovariance nonstationary time series in theoretical and practical fields.
机译:在时间序列分析中,拟合移动平均(MA)模型比自回归(AR)模型更为复杂,因为无法观察到误差项。这意味着需要使用迭代非线性拟合程序来代替线性最小二乘法。在本文中,提出了时变移动平均(TVMA)模型用于自协方差非平稳时间序列。通过统计分析,MA模型的参数估计值显示出较高的统计效率。进行了Akaike信息准则(AIC)分析和TVMA模型的仿真。最后给出了有关TVMA模型选择的建议。该研究对于分析理论和实践领域的自协方差非平稳时间序列很有用。

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