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VEC模型中的混合SV-GARCH、t-GARCH和马尔可夫转换协方差结构——从预测角度看哪种更好?

Hybrid SV‐GARCH, t‐GARCH and Markov‐switching covariance structures in VEC models—Which is better from a predictive perspective?

International Statistical Review · 2023
被引 2
ABS 3

中文导读

比较了多种允许协整和时变条件协方差的贝叶斯VAR模型的预测表现,发现某些MSV-MGARCH规格最能提升预测能力,基于美国和波兰的货币政策小模型。

Abstract

Summary We compare predictive performance of a multitude of alternative Bayesian vector autoregression (VAR) models allowing for cointegration and time‐varying conditional covariances, described by different multivariate stochastic volatility (MSV) models, including their hybrids with multivariate GARCH processes (MSV‐MGARCH), as well as t ‐GARCH and Markov‐switching structures. The forecast accuracy is evaluated mainly through predictive Bayes factors, but energy scores and the probability integral transform are also used. Two empirical studies, for the US and Polish economies, are based on a small model of monetary policy comprising inflation, unemployment and interest rate. The results indicate that capturing conditional heteroskedasticity by some MSV‐MGARCH specifications contributes the most to the forecasting power of the VAR/VEC model.

贝叶斯向量自回归协整随机波动率GARCH模型预测比较