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藤Copula模型与多资产投资组合VaR预测
引用本文:高江.藤Copula模型与多资产投资组合VaR预测[J].数理统计与管理,2013,32(2):247-258.
作者姓名:高江
作者单位:上海财经大学金融学院,上海,200433
基金项目:上海财经大学研究生科研创新基金(CXJJ-2010-335)
摘    要:投资组合风险管理往往涉及多个资产,在传统的二元Copula函数面临"维度诅咒"问题及多元Copula函数刻画多变量联合分布时其精确性和灵活性存在各种局限性的情况下,引入藤Copula刻画多个资产收益的联合分布,基于不同的Pair-Copula类别构建藤Copula,运用蒙特卡罗模拟方法计算多资产投资组合的VaR,通过Kupiec和Christoffersen返回检验方法测试藤Copula模型的VaR预测效果,并与传统方差-协方差风险管理方法做比较。实证分析表明,传统的方差-协方差风险管理方法和基于正态Pair-Copula作为藤Copula构建模块的方法不能通过多资产投资组合的VaR预测返回检验;而基于student-t Copula、Clayton Copula具有尾部分布特征的Copula作为构建模块的藤Copula模型能够有效地用于多资产投资组合VaR预测,从而更好的用于指导实践。

关 键 词:Pair-Copula  藤Copula  VaR  投资组合

Vine Copula Model and VaR Forecast for Multi-Asset Portfolio
GAO Jiang.Vine Copula Model and VaR Forecast for Multi-Asset Portfolio[J].Application of Statistics and Management,2013,32(2):247-258.
Authors:GAO Jiang
Institution:GAO Jiang (Shanghai University of Finance and Economics,Shanghai 200433,China)
Abstract:The risk management of portfolio usually involved in more than two assets,under the condition that traditional bivariate Copula faces the problem of 'dimensional curse' and multivariate Copula functions have limitation on precise and flexibility when they are used to characterize the multivariate joint distribution.Vine-Copula is introduced to characterize multi-asset returns' joint distribution,based on different Pair-Copula decomposition,Vine-Copula is constructed.Then VaR of the portfolio is calculated by Monte Carlo method and the VaR forecast efficiency of Vine Copula model is backtested through Kupiec and Christoffersen backtesting and compared with traditional variance-covariance risk management method.Conclusion could be obtained that traditional variance-covariance method and Vine Copula based on normal Pair Copula decomposition method can not forecast VaR of multi-asset portfolio successfully.The Vine-Copula based on student-t pair Copula and Clayton Copula which show tail distribution feature can pass the backtesting.The conclusion can be used in guiding practice better.
Keywords:pair-copula  vine copula  VaR  portfolio
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