移动平均阈值异构自回归(MAT-HAR)模型

Kaiji Motegi, X. Cai, S. Hamori, Haifeng Xu
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引用次数: 1

摘要

我们提出了移动平均阈值异质自回归(MAT-HAR)模型,作为异质自回归(HAR)和阈值自回归(TAR)的新组合。MAT-HAR具有目标序列的多组滞后,每组中可以出现一个阈值项。阈值是滞后目标序列的移动平均,保证了阈值的时变和最小二乘估计的简单性。我们通过蒙特卡罗模拟表明,MAT-HAR具有出色的样本内和样本外性能。对日本工业生产的实证应用表明,存在显著的阈值效应,MAT-HAR的预测精度高于HAR。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Moving Average Threshold Heterogeneous Autoregressive (MAT-HAR) Models
We propose moving average threshold heterogeneous autoregressive (MAT-HAR) models as a novel combination of heterogeneous autoregression (HAR) and threshold autoregression (TAR). The MAT-HAR has multiple groups of lags of a target series, and a threshold term can appear in each group. The threshold is a moving average of lagged target series, which guarantees time-varying thresholds and simple estimation via least squares. We show via Monte Carlo simulations that the MAT-HAR has sharp in-sample and out-of-sample performance. An empirical application on the industrial production of Japan suggests that significant threshold effects exist, and the MAT-HAR has a higher forecast accuracy than the HAR.
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