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RESEARCH ON RELATIONSHIP OF VOLATILITY MODELS

机译:波动率模型的关系研究

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摘要

The paper investigated the relationship between ARCH and SV models which are widely used in the analyzing of economical and financial time series. By using stochastical differential equation, we compared GARCH model with SV model and indicated that a discrete time EGARCH(1, 1) process one to one reflects a discrete time SV process under the condition of weakly GRACH process. Moreover, we also discussed the problem of unit roots which exist in EGARCH (1, 1) model and SV model and presented the new conclusions in which the unit roots of two models are reflected each other. In other words, the persistence between the models can be conveyed by stochastically differential equation. The property indicates that there are inherent relationship between the two models.
机译:本文研究了ARCH模型和SV模型之间的关系,这些模型广泛用于经济和金融时间序列分析。通过使用随机微分方程,我们将GARCH模型与SV模型进行了比较,表明离散时间EGARCH(1,1)一对一地反映了在弱GRACH过程条件下的离散时间SV过程。此外,我们还讨论了EGARCH(1,1)模型和SV模型中存在的单位根问题,并提出了两个模型的单位根相互反映的新结论。换句话说,模型之间的持久性可以通过随机微分方程表达。该属性表明两个模型之间存在固有关系。

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