所实现的协方差矩阵具有较好的预测波动性的能力

Zhao Wenxiang, Liang Handong
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引用次数: 0

摘要

高频金融数据的分析与建模是金融计量经济学研究的新领域。将基于单变量高频数据的已实现波动率扩展到多变量高频数据,得到的已实现协方差矩阵可以描述多变量时间序列的波动率和相关性。本文获得上证综合指数和深成指高频数据的实现协方差矩阵,并利用VAR模型预测方差。并与ARMA模型对实际波动率的预测结果和GARCH模型对两个指标的预测结果进行了比较。通过均方误差对三种预测方差的比较,表明实现的协方差矩阵优于实现的方差,实现的方差优于GARCH模型对方差的预测。
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Realized covariance matrix is good at forecasting volatility
The analysis and modeling of high-frequency financial data are new research fields in financial econometrics. The realized covariance matrix, gotten by expanding realized volatility based on univariate high-frequency data to multivariate high-frequency data, can describe volatility and correlation of multivariate time series. The paper gains the realized covariance matrix of the high-frequency data of Shanghai Composite Index and Shenzhen Component Index, and uses VAR model to forecast variance. Then the result is compared with the ones which are gotten by using ARMA model on realized volatility and GARCH model on two indexes. By comparing those three forecast variance by mean squared error, the paper shows that the realized covariance matrix is better than realized variance, and the realized variance is better than GARCH model on variance forecasting.
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