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投资组合模型及其边界分析 被引量:2

The Analysis of Portfolio Models and Their Bounds
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摘要 研究了投资组合的2种数学模型及其边界,在分析投资组合均值-方差模型(M-V模型)及其边界的基础上,详细讨论了最优投资组合均值-VaR模型(M-VaR模型)及其边界,并证明了2种模型边界之间的关系. In this paper, we study two M-V model analysis and examine the model for portfolio selection. Finally, kinds of mode efficient we prove port the ls and their bounds. We relate value at risk (VaR) to folios and their bounds arising from using a M-VaR relation of two models' bounds.
作者 李苏
出处 《宁夏大学学报(自然科学版)》 CAS 北大核心 2005年第3期233-235,共3页 Journal of Ningxia University(Natural Science Edition)
关键词 投资组合 均值-方差模型 均值-VAR模型 portfolio M-V model M-VaR model
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参考文献7

  • 1Markowitz H M.Portfolio selection [J].Journal of Finance,1970,7:77.
  • 2Statman M. Foreign stock in behavioral portfolios[J]. Financial Analysis Journal March,1996,4:12.
  • 3菲利普·乔瑞 陈跃译.VaR: 风险价值[M].北京:中信出版社,2005.19-34.
  • 4李婷,张卫国.具有VaR约束和无风险贷款的证券组合选择方法[J].宁夏大学学报(自然科学版),2004,25(4):305-308. 被引量:4
  • 5Basak S, Shapiro A. Value-at-risk management:Optimal policies and asset prices [J]. Review of Financial Studies, 2001,14:371.
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  • 7Alexander G J, Baptista A M. Economic implications of using a mean-VaR model for portfolio selection: Acomparison with mean-variance analysis [J]. Journal of Economic Dynamics & Control,2002,26:1159.

二级参考文献2

  • 1Markowitz H W. Portfolio selection[J]. Journal of Finance, 1970, 7: 77.
  • 2Markowitz H W. Foundations of portfolio theory [J].Journal of Finance, 1991,46: 469.

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