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2004, 07, 44-48
基于风险控制的证券投资决策
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DOI: 10.19343/j.cnki.11-1302/c.2004.07.007
摘要:

Abstract:

This paper puts forward Markowitz's Mean-Variance Model under the VaR(Value at Risk) constraint. After analyzing Markowitz's Mean-Variance Model under the VaR constraint fit for China's securities market, it presents the dynamic adjustment method of investor's optimal securities investment portfolio. In the end, it gives out a practical analytical example in China's securities market and research conclusions.

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参考文献

[1]MacBelniak,PracticalChallengesofPortfolioOptimization,AFairIsaacWhitePaper,May2003.

[2]SimoneManganelliandRobertF .Engle,ValueatRiskModelsinFinance,WorkingPaperNo.75,EuropeanCentralBank,August2001.

[3]CoronadoandMaria,ComparingDifferentMethodsforEstimatingValue atRisk(VaR )forActualNon linearPortfolios:EmpiricalEvidence,WorkingPaper,2000.

[4]Crouchy,M .,D .GalaiandR .Mark,RiskManagement,McGrawHill,NewYork,2000.

[5]Marshall,C .andM .Siegel,ValueatRisk:ImplementingaRiskMeasurementStandard,JournalofDerivatives,Vol.4(Spring),1997.

[6]Markowitz,H .M .,PortfolioSelection,JournalofFinance,Vol.7,March,1952.

基本信息:

DOI:10.19343/j.cnki.11-1302/c.2004.07.007

中图分类号:F224

引用信息:

[1]黄继平,黄良文,陈蔚.基于风险控制的证券投资决策[J].统计研究,2004(07):44-48.DOI:10.19343/j.cnki.11-1302/c.2004.07.007.

基金信息:

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