Robust Forecasting of Dynamic Conditional Correlation GARCH Models

Kris Boudt, Jón Dańıelsson, S. Laurent
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引用次数: 81

Abstract

Large one-off events cause large changes in prices, but may not affect the volatility and correlation dynamics as much as smaller events. In such cases, standard volatility models may deliver biased covariance forecasts. We propose a multivariate volatility forecasting model that is accurate in the presence of large one-off events. The model is an extension of the dynamic conditional correlation (DCC) model. In our empirical application to forecasting the covariance matrix of the daily EUR/USD and Yen/USD return series, we find that our method produces more precise out-of-sample covariance forecasts than the DCC model. Furthermore, when used in portfolio allocation, it leads to portfolios with similar return characteristics but lower turnovers, and hence higher profits.
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动态条件相关GARCH模型的鲁棒预测
大型一次性事件会引起价格的巨大变化,但可能不会像小型事件那样影响波动性和相关性动态。在这种情况下,标准波动率模型可能提供有偏差的协方差预测。我们提出了一个多元波动率预测模型,该模型在存在大型一次性事件时是准确的。该模型是动态条件相关(DCC)模型的扩展。在我们对每日欧元/美元和日元/美元收益序列的协方差矩阵进行预测的实证应用中,我们发现我们的方法比DCC模型产生更精确的样本外协方差预测。此外,当用于投资组合配置时,它导致投资组合具有相似的回报特征,但更低的周转率,因此更高的利润。
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