首页> 外文期刊>Information Technology and Management Science >Modeling VIX Index Based on Semi-parametric Markov Models with Frank Copula/ VIX indeksa modelē?ana, izmantojot neparametriskos Markova mode?us ar Franka kopulu/ Моделирование VIX индекса посредством непараметрических Марковских моделей с копулой Франка
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Modeling VIX Index Based on Semi-parametric Markov Models with Frank Copula/ VIX indeksa modelē?ana, izmantojot neparametriskos Markova mode?us ar Franka kopulu/ Моделирование VIX индекса посредством непараметрических Марковских моделей с копулой Франка

机译:基于半参数Markov模型和Frank Copula / VIX模型建模Ana,izmantojot neparametriskos Markova模式?美国Franka kopulu /使用非参数Markov模型和Frank copula对VIX指数建模

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The research studies the estimation of a semiparametric stationary Markov models based on a Frank copula density function. Described techniques allow us to estimate the parameters of the Frank copula, which has a better fit compared to previously selected regression models (estimators of the marginal distribution and the copula parameters are provided). We show how to apply our technique to the financial index VIX - a market mechanism that measures the 30-day forward implied volatility of the underlying index, the S&P500. Moreover, using MatLab we made VIX option index study - found the best copula fit under our condition, estimated nonlinear parameters and showed evaluation steps for copula based semi-parametric models.
机译:研究研究了基于Frank copula密度函数的半参数平稳Markov模型的估计。所描述的技术使我们能够估计Frank copula的参数,与先前选择的回归模型相比,Frank copula的参数具有更好的拟合度(提供了边际分布和copula参数的估计器)。我们将展示如何将我们的技术应用于金融指数VIX-一种市场机制,用于衡量基础指数S&P500的30天远期隐含波动率。此外,使用MatLab,我们进行了VIX期权指数研究-在我们的条件下找到了最佳的copula拟合,估计了非线性参数,并显示了基于copula的半参数模型的评估步骤。

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