Midastar:混合频率采样数据的阈值自回归

Kaiji Motegi, John Dennis
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引用次数: 1

摘要

我们将混合数据采样(MIDAS)和阈值自回归(TAR)相结合,提出了Midastar模型。第一类(cid:12) Midastar模型是针对低频目标变量和高频阈值变量设计的。该模型可以准确地检测阈值效应,而聚合TAR具有(cid:12)发现虚假非阈值效应的风险。(cid:12)第一类的Midastar模型具有理想的渐近和(cid:12)非样本性质。我们将所提出的模型应用于日本的COVID-19数据,检测到显著的(cid:12)阈值效应。我们还提出并详细阐述了针对高频目标变量和低频阈值变量设计的第二类Midastar模型。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Midastar: Threshold Autoregression with Data Sampled at Mixed Frequencies
We propose Midastar models by combining the Mixed Data Sampling (MIDAS) and the threshold autoregression (TAR). The Midastar model of the (cid:12)rst kind is designed for a low frequency target variable and a high frequency threshold variable. The proposed model can detect threshold effects accurately, while the aggregated TAR has a risk of (cid:12)nding spurious non-threshold effects. The Midastar model of the (cid:12)rst kind has desired asymptotic and (cid:12)nite sample properties. We apply the proposed model to Japan’s COVID-19 data, detecting signi(cid:12)cant threshold effects. We also propose and elaborate the Midastar model of the second kind designed for a high frequency target variable and a low frequency threshold variable.
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