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REALIZED GARCH: A JOINT MODEL FOR RETURNS AND REALIZED MEASURES OF VOLATILITY

机译:实现的GARCH:收益率和实现的波动率度量的联合模型

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摘要

We introduce a new framework, Realized GARCH, for the joint modeling of returns and realized measures of volatility. A key feature is a measurement equation that relates the realized measure to the conditional variance of returns. The measurement equation facilitates a simple modeling of the dependence between returns and future volatility. Realized GARCH models with a linear or log-linear specification have many attractive features. They are parsimonious, simple to estimate, and imply an ARMA structure for the conditional variance and the realized measure. An empirical application with Dow Jones Industrial Average stocks and an exchange traded index fund shows that a simple Realized GARCH structure leads to substantial improvements in the empirical fit over standard GARCH models that only use daily returns.
机译:我们引入了一个新框架Realized GARCH,用于对收益和已实现的波动率进行联合建模。一个关键特征是一个度量方程,它将实现的度量与收益的条件方差相关联。度量方程有助于对收益与未来波动率之间的相关性进行简单建模。具有线性或对数线性规范的已实现GARCH模型具有许多吸引人的功能。它们是简约的,易于估计,并且暗示了条件方差和已实现度量的ARMA结构。道琼斯工业平均指数股票和交易所交易指数基金的经验应用表明,与仅使用每日收益的标准GARCH模型相比,简单的已实现GARCH结构可显着改善经验拟合。

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  • 来源
    《Journal of applied econometrics》 |2012年第6期|p.877-906|共30页
  • 作者单位

    Department of Economics, Stanford University, Stanford, CA, USA,CREATES, Aarhus, Denmark,Department of Economics, Stanford University, 579 Serra all, Stanford, CA 94305-6072, USA;

    China Center for Economic Research, National School of Development, Peking University, Beijing,China;

    Department of Economics, Stanford University, Stanford, CA, USA,iCME, Stanford University, Stanford, CA, USA;

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