连接词(语言学)
风险价值
经济
异方差
自回归模型
联合概率分布
市场风险
股票市场
波动性(金融)
计量经济学
ARCH模型
统计
风险管理
数学
财务
生物
古生物学
马
作者
Cuixia Jiang,Yuqian Li,Qifa Xu,Jun Wu
标识
DOI:10.21314/jor.2021.016
摘要
In order to accurately and reasonably investigate risk spillovers from the international crude oil market to the financial market, we develop a copula generalized autoregressive conditional heteroscedasticity mixed-data sampling (copula-GARCH-MIDAS) model to estimate the joint probability distribution of multivariate variables, and we then derive conditional-value-at-risk-type (CoVaR-type) risk measures. Our method has three main steps. First, we formulate a GARCH-MIDAS model with a long-run volatility component driven by macroeconomic fundamentals such as gross domestic product, consumer price index and money supply to fit the marginal distribution of a single market. Second, we apply the copula technique to model dependence among multiple markets. Third, we derive the joint distribution using the fitted marginal distribution and the estimated dependence structure, and we also calculate CoVaR-type risk measures. Our empirical studies on risk spillovers from the international crude oil market to the Chinese financial market show that the copula-GARCH-MIDAS model is promising and that it is superior to the standard copula-GARCH model. We find that macroeconomic fundamentals are very important to improve the accuracy of the CoVaR measure. In addition, the effects of more severe distress events in the international crude oil market on the Chinese financial market are huge.
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