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A non-parametric estimator used the Support Vector Machine for expected shortfall

机译:一个非参数估计器使用支持向量机来预期不足

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Risk management is one of the top priorities in the financial industry today. The research of quantifying risk is one of risk management's centers. Quantifying the risk of financial time series amounts to measuring their expected shortfall. Asymmetric Power Distribution(APD) is a new family of densities for expected shortfall. The main feature of the APD is that it combines the flexible tail decay property with the asymmetry, which makes it particularly suited for modeling the behavior of financial returns. In this paper, a non-parametric estimator, as a improvement to the traditional estimators, used the Support Vector Machine(SVM)for expected shortfall based on APD is proposed. The simulated studies show that this method can depict the distribution characters of Asymmetric Power Distribution with good results.
机译:风险管理是当今金融业的重中之重。风险量化研究是风险管理的中心之一。量化财务时间序列的风险等于衡量其预期的缺口。不对称配电(APD)是一种新的密度系列,可满足预期的短缺需求。 APD的主要特征是它结合了灵活的尾部衰减特性和不对称性,这使其特别适合于建模财务收益的行为。本文提出了一种非参数估计器,作为对传统估计器的改进,提出了基于APD的支持向量机(SVM)进行预期不足的估计。仿真研究表明,该方法可以很好地描述非对称功率分布的分布特征。

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