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基于CVaR与平均离差波动限制的投资组合模型
引用本文:王维,李春. 基于CVaR与平均离差波动限制的投资组合模型[J]. 价值工程, 2012, 31(31): 8-9
作者姓名:王维  李春
作者单位:渤海大学数理学院,锦州,121010
摘    要:提出了一种基于CVaR的投资组合模型,对组合资产收益率不做正态分布假设,用MAD模型作为一个约束条件,实现波动性度量限制,用上凸效用函数作为一个约束条件,表示风险资产交易费用。实验结果表明,该模型满足实际投资要求,符合实际投资规律,与M-V模型和原始CVaR模型相比具有波动性和风险价值最小化的优势。

关 键 词:投资组合  CVaR模型  M-V模型  MAD模型

Portfolio Optimization Model Based on CVaR Programming and Restrictions of MAD
WANG Wei , LI Chun. Portfolio Optimization Model Based on CVaR Programming and Restrictions of MAD[J]. Value Engineering, 2012, 31(31): 8-9
Authors:WANG Wei    LI Chun
Affiliation:WANG Wei; LI Chun(School of Mathematics and Physics,Bohai University,Jinzhou 121010,China)
Abstract:This paper puts forward a portfolio model based on the CVaR model which doesn't make normal distribution hypothesis on profit of portfolio,takes MAD model as a limit function to realize the measurement limit of volatility,and makes use of convex utility function to express transaction costs of risk assets as a constraint condition.The experimental results show that the model satisfies actual investment requirements,conforms to the actual investment law,and compared with M-V model and original CVaR model,it has advantage of volatility and minimum risk value.
Keywords:portfolio  CVaR  M-V  MAD
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