风险中性隐含时刻的动态:来自个人期权的证据

IF 0.4 4区 经济学 Q4 BUSINESS, FINANCE
Alexandra Hansis, Christian Schlag, G. Vilkov
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引用次数: 22

摘要

我们从不同的角度研究了单个股票的期权隐含风险中性时刻(方差、偏度和峰度)的估计、动态和可预测性。我们首先表明,在估计较高的矩时,必须使用窄网格和宽间隔的插值。我们表明,隐含矩是很好的解释横截面上的一些坚定的特征。我们使用已经显示出与预期回报相关的特征(如规模和市净率)。在下一步中,我们研究了矢量自回归模型中三个矩的联合动力学。我们发现,随着时间的推移,这些时刻彼此之间有着显著的联系。最后,在向量自回归中加入外生变量进一步提高了我们模型的解释力。格兰杰因果检验表明,三个隐含矩之间存在显著差异。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
The Dynamics of Risk-Neutral Implied Moments: Evidence from Individual Options
We study the estimation, the dynamics, and the predictability of option-implied risk-neutral moments (variance, skewness, and kurtosis) for individual stocks from various perspectives. We first show that it is in the estimation of the higher moments essential to use an interpolation with a narrow grid as well as a wide interval. We show that implied moments are well explained cross-sectionally by a number of firm characteristics. We use the characteristics that have been shown to exhibit correlation with expected returns (like size and the market-to-book ratio of equity). In a next step, we investigate the joint dynamics of the three moments in a vector autoregressive model. We find that the moments are significantly linked to each other over time. Finally, adding exogenous variables to the vector autoregression improves the explanatory power of our model even further. Granger causality tests show significant differences between the three implied moments.
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来源期刊
Journal of Derivatives
Journal of Derivatives Economics, Econometrics and Finance-Economics and Econometrics
CiteScore
1.30
自引率
14.30%
发文量
35
期刊介绍: The Journal of Derivatives (JOD) is the leading analytical journal on derivatives, providing detailed analyses of theoretical models and how they are used in practice. JOD gives you results-oriented analysis and provides full treatment of mathematical and statistical information on derivatives products and techniques. JOD includes articles about: •The latest valuation and hedging models for derivative instruments and securities •New tools and models for financial risk management •How to apply academic derivatives theory and research to real-world problems •Illustration and rigorous analysis of key innovations in derivative securities and derivative markets
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