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Value-at-risk estimation by LS-SVR and FS-LS-SVR based on GAS model

机译:基于气体模型的LS-SVR和FS-LS-SVR的价值 - 风险估计

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Conditional risk measuring plays an important role in financial regulation and depends on volatility estimation. A new class of parameter models called Generalized Autoregressive Score (GAS) model has been successfully applied for different error's densities and for different problems of time series prediction in particular for volatility modeling and VaR estimation. To improve the estimating accuracy of the GAS model, this study proposed a semi-parametric method, LS-SVR and FS-LS-SVR applied to the GAS model to estimate the conditional VaR. In particular, we fit the GAS(1,1) model to the return series using three different distributions. Then, LS-SVR and FS-LS-SVR approximate the GAS(1,1) model. An empirical research was performed to illustrate the effectiveness of the proposed method. More precisely, the experimental results from four stock indexes returns suggest that using hybrid models, GAS-LS-SVR and GAS-FS-LS-SVR provides improved performances in the VaR estimation.
机译:有条件的风险衡量在金融规则中起着重要作用,并取决于波动率估计。已经成功地应用于不同的误差密度以及特别是对于波动建模和var估计的时间序列预测的不同问题成功应用了名为广义自回归分数(气体)模型的新的参数模型。为了提高气体模型的估计精度,本研究提出了一种半参数法,LS-SVR和施加到气体模型的FS-LS-SVR来估计条件var。特别是,我们使用三种不同的分布将气体(1,1)模型适合返回序列。然后,LS-SVR和FS-LS-SVR近似气体(1,1)模型。进行了实证研究以说明所提出的方法的有效性。更确切地说,来自四个股票指数的实验结果返回表明,使用混合模型,气体LS-SVR和GAS-FS-LS-SVR在var估计中提供了改进的性能。

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