期刊文献+

最小平均VaR套期保值比率计算模型及实证研究 被引量:3

Minimum Average VaR Hedge Ratio Model and Empirical Study
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摘要 针对传统的套期保值模型只考虑最小化套期保值组合在到期日的价格风险,而且没有充分利用资产历史价格样本数据所提供的收益率信息的特点,本文提出了考虑套期保值期内不同期限价格风险的最小平均VaR套期保值比率计算模型。基于我国外汇市场及股票市场数据,本文对最小平均VaR套期保值模型进行了实证分析,并与常用的最小方差及最小VaR套期保值模型进行了对比,得出了最小平均VaR模型在套期保值过程中的效果要优于其他两种模型,能更有效地降低投资者提前终止套期保值可能面临额外风险的结论。 Taking into account that the traditional hedging model only solving the price risk of the due date of the portfolio, without full use of the information which provided by the asset price history, this paper suggests the minimum average VaR hedge ratio model which includes different price risk in the hedge period. Based on the foreign market and stock data, the paper does empirical study with the average VaR hedge ratio model, and does comparative tests with the minimum variance and VaR hedge ratio model. The result suggests that the minimum average VaR model has the best hedging effect of the three models, and can effectively reduces the additional risks on the probability of the early termination in the hedging process.
作者 甘斌
出处 《经济管理》 CSSCI 北大核心 2010年第9期133-138,共6页 Business and Management Journal ( BMJ )
关键词 套期保值 VAR 平均VaR GARCH hedging VaR average VaR GARCH
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参考文献6

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二级参考文献22

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共引文献34

同被引文献20

  • 1Cecchetti, S.G., Cumby,R.E, Figlewski,S. Estimation of the Optimal Futures Hedge [J]. Review of Economics and Statistics, 1988, 70 (4).
  • 2Howard, C.T., Antonio, L.J. A Risk Return Measure of Hedging Effectiveness [J]. Journal of Financial and Quantitative Analysis, 1984, 19 (1).
  • 3Johnson, L. The Theory of Hedging and Speculation in Commodity Futures[J]. Review of Economics studies, 1952, 52(3).
  • 4彭红枫,叶永刚.基于修正的ECM-GARCH模型的动态最优套期保值比率估计及比较研究[J].中国管理科学,2007,15(5):29-35. 被引量:58
  • 5Johnson L. The Theory of Hedging and Speculation in Com- modity Futures [J]. Review of Economic Studies, 1960,27 (3) :139 -151.
  • 6Chen S - X. NonParametric Estimation of Expected Shortfall [J]. Journal of Financial Econometries, 2008,6 ( 1 ) : 87 - 107.
  • 7Lien D, Tse Y K. Hedging Time - varying Downside Risk [J]. The Journal of Future Market, 1998, (18) :705 -722.
  • 8Lien D,Tse Y K. Hedging Downside Risk with Futures Con- tracts[J]. Applied Financial Economics,2000, (10) : 163 - 170.
  • 9Nelsen, Roger B. An Introduction to Copulas [M] . New York: Springer, 1998.
  • 10迟国泰,余方平,刘轶芳.基于VaR的期货最优套期保值模型及应用研究[J].系统工程学报,2008,23(4):417-423. 被引量:30

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