期刊文献+

基于支持向量机的套期保值技术研究 被引量:1

The Research of Hedging Based on SVM
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摘要 本文在结构风险最小化的准则下,从提高样本外套期保值效率的视角,建立了基于支持向量机的套期保值新模型,并利用我国沪深300股票指数和沪深300股指期货仿真交易的历史数据进行了实证检验,并与基于最小二乘回归的套期保值模型进行了对比分析。实证结果表明本文提出的新套期保值技术能够有效提高样本外的保值效果,且该方法具有良好的鲁棒性,从而具有较好的理论和应用价值。 From the view of improving the hedge efficiency of out-of-sample, this paper propose a new hedge model based on the SVM under the criterion of structure risk minimization, and use the historical data of Hu - Shen 300 index and Hu - Shen stock index future simulation trade to empirical test, and compare the model with the hedge model based the OLS regression method. The result suggests that our new model with good robustness can improve the hedge efficiency of out - of - sample effectively, so it has fine theoretical and utilization value.
出处 《中央财经大学学报》 CSSCI 北大核心 2010年第3期28-32,共5页 Journal of Central University of Finance & Economics
基金 国家自然科学基金大规模最大割问题的连续化近似算法及推广(10671152)资助 国家社会科学基金西部项目金融风险管理的最优组合选择与实证研究资助(07XJY038)资助
关键词 套期保值 结构风险 支持向量机 Hedging Structure risk SVM
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参考文献14

  • 1Johnson L L. The theory of hedging and speculation in commodity future. Review of Economic Studies, 1960, 27 : 139 - 151.
  • 2Stein J. The simultaneous determination of spot and futures prices. American Economic Review, 1961, 51 (5) : 338 -361.
  • 3Ederington L H. The hedging performance of the new futures markets. Journal of Finance, 1979, 34 ( 1 ) : 338 -361.
  • 4Herbst A F, KareD, Marshall J F. A time varying, convergence adjusted, minimum risk futures hedgeratio [J] . Advances in Futures and Options Research, 1993, (6) : 137 - 155.
  • 5Engle R F, Granger C W. Cointegration and error correction: representation, estimation and testing [J ] . Econometrica, 1987 (55) : 251 -276.
  • 6Ghosh A. Hedging with stock index futures: estimation and forecasting with error correction model [ J ] . Journal of Futures Markets, 1993, (13) : 743 -752.
  • 7Bollerslev T. Generalized autoregressive conditional heteroscedasticity [ J] . Journal of Econometrics, 1986, (31) : 307 -327.
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  • 9Zhao Hua. Constant vs. Dynamic Hedge Ratios with an Application to Chinese Copper Futures Market [ J] . IEEE Xplore, 2007, 5 (7) : 4056 - 4059.
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二级参考文献33

  • 1杜国春.股票指数期货交易套期保值与套利策略[M].北京:经济管理出版社,2002.
  • 2Ederington L H, The hedging performance of the new futures markets[J]. Journal of Finance, 1979, (34):157-170.
  • 3Johnson L. The theory of hedging and speculation in commodity futures[J]. Review of Economic Studies, 1960,27:139-151.
  • 4Herbst A F, Kare D, Marshall J F. A time varying, convergence adjusted, minimum risk futures hedge ratio[J].ADvances in Futures and Options Research, 1993, (6).
  • 5Myers R J, et al. Generalized optimal hedge ratio estimation[J]. American Journal of Agricul Tural Economics, 1989, (71 ).
  • 6Engle R F, Granger C W. Cointegration and error correction : representation ,estimation and testing[J]. Econometriea, 1987 (55):251-276.
  • 7Ghosh A. Hedging with stock index futures: estimation and forecasting with error correction model[J]. Journal of Futures Markets,1993, (13):743-752.
  • 8Bollerslev T. Generalized autoregressive conditional heteroscedasticity[J]. Journal of Econometrics, 1986, 31:307-327.
  • 9Kroner K1 F1, et al. Time-varying distributions and dynamic hedging with foreign currency futures [J]. Journal of Financial and Quantitative Analysis, 1993, (28) :535-551.
  • 10Baillie R T,Myers R J.Bivariate GARCH Estimation of the Optimal Commodity Futures Hedge[J].Journal of Applied Econometrics,1991,6(2):109-124.

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