乘法误差模型:20年过去了

IF 2 Q2 ECONOMICS
Fabrizio Cipollini , Giampiero M. Gallo
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引用次数: 0

摘要

在单变量和多变量情况下,在乘法误差模型类中解决了波动性的低频和高频成分组合的问题。提出了基于广义矩量法的推理方法,该方法的优点是不需要对误差分布进行参数选择。该应用涉及几个波动率市场指数(美国、欧洲和东亚,在绝对回报的短期成分、实现的核心波动率和基于期权的隐含波动率指数之间存在相互依赖关系):一套诊断工具用于评估跨市场相关低频成分的证据,也从预测比较的角度来看。结果表明,动态中缓慢移动的部分与数据更好地拟合,并允许解释是什么移动了局部平均波动水平。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Multiplicative Error Models: 20 years on
The issue of combining low– and high–frequency components of volatility is addressed within the class of Multiplicative Error Models both in the univariate and multivariate cases. Inference based on the Generalized Method of Moments is suggested, which has the advantage of not requiring a parametric choice for the error distribution. The application relates to several volatility market indices (US, Europe and East Asia, with interdependencies in the short–run components of absolute returns, realized kernel volatility and option–based implied volatility indices): a set of diagnostic tools is used to evaluate the evidence of a relevant low–frequency component across markets, also from a forecasting comparison perspective. The results show that the slow–moving component in the dynamics achieves a better fit to the data and allows for an interpretation of what moves the local average level of volatility.
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来源期刊
CiteScore
3.10
自引率
10.50%
发文量
84
期刊介绍: Econometrics and Statistics is the official journal of the networks Computational and Financial Econometrics and Computational and Methodological Statistics. It publishes research papers in all aspects of econometrics and statistics and comprises of the two sections Part A: Econometrics and Part B: Statistics.
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