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股指期货波动率的半参数预测模型及其MCS检验

A Semiparametric Forecasting Model for Volatility of Stock Index Futures and Its MCS Test
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摘要 股指期货在资本市场价格发现和风险防范过程中扮演重要角色,科学准确的预测其收益波动率对充分实现股指期货的市场功能具有重要的理论和现实价值。将线性非负模型扩展为半参数的预测模型,用来预测股指期货市场的已实现波动率,并探讨了该模型估计方法的渐进性质。此外,以沪深300股指期货的5 min高频交易数据为例,运用滚动时间窗的样本外预测和最新发展起来的具有Bootstrap特性的MCS检验,在多种稳健损失函数下,实证评价和比较新构建的半参数预测模型与其他7类波动率预测模型对沪深300股指期货已实现波动率的预测能力。实证结果表明,在多种稳健损失函数的评价标准下,新构建的半参数预测模型是预测性能最好的模型。 Stock index futures plays an important role in the process of price discovery and risk preven- tion of capital market. The prediction of its return volatility is significantly important to achieve the risk a- version function of stock index futures. A semiparametric forecasting model based on the linear nonnega- tive autoregressive model is proposed to forecast the realized volatility of stock index futures, and the as- ymptotic properties of estimation method for this model are analyzed. In addition, taking 5 min high-fre- quency trading data of CSI300 index futures as example, the out-of-sample daily volatility predictions cal- culated by using rolling predicting method, and a bootstrap MCS test is used to evaluate the predicting ac- curacy for the proposed model and other 7 models. The empirical results show that, under various robust loss functions, the proposed model is the best model for volatility predictions of stock index futures among the 8 models.
作者 杨科 田凤平
出处 《中山大学学报(自然科学版)》 CAS CSCD 北大核心 2013年第4期14-24,共11页 Acta Scientiarum Naturalium Universitatis Sunyatseni
基金 国家自然科学基金资助项目(71203067) 广东省高校优秀青年创新人才培育计划资助项目(育苗项目)(2012WYM_0033 wym_11004) 广东省哲学社会科学规划资助项目(GD11YLJ01) 中央高校基本科研业务费专项资金中山大学青年教师培育资助项目(13wkpy21) 广东省高等学校高层次人才资助项目 中山大学985工程三期建设资助项目
关键词 半参数预测模型 股指期货 已实现波动率 MCS检验 semiparametrie forecasting model stock index futures realized volatility MCS test
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  • 1ENGLE R F.Autoregressive conditional heteroskedastici-ty with estimates of the variance for U.K.infortion [J].Econometrica,1982,50(3):987-1007.
  • 2BOLLERSLEV T.Generalized autoregressive conditional heteroskedasticity [J].Journal of Econometrics,1986,31(2):307-327.
  • 3TAYLOR S J.Modelling stochastic volatility[J].Math-ematica Finance,1994,4(2):183-204.
  • 4ANDERSEN T G,BOLLERSLEV T.Answering the critics:yes,ARCH models do provide good volatility forecasts [C]//National Bureau of Economic Research,1997:1-37.
  • 5ANDERSEN T Gy BOLLERSLEV T,DIEBOL F X,et al.Exchange rate returns standardized by realized volatility are(nearly)Gaussian [J].Multinational Finance Journal,2000,4(3):159-179.
  • 6ANDERSEN T G,BOLLERSLEV T,DIEBOL F X,et al.The Distribution of realized exchange rate volatility[J].Journal of the American Statistical Association,2001,96(3):42-55.
  • 7ANDERSEN T G,BOLLERSLEV T,DIEBOL F X,et al.The Distribution of realized stock return volatility [J].Journal of Financial Economics,2001,61(5):43-76.
  • 8ANDERSEN T G,BOLLERSLEV T,DIEBOL F X,et al.Modelling and forecasting realized volatility [J].Econometrica,2003,71(2):579-625.
  • 9CORSI F.A simple approximate long memory model of realized volatility [J].Journal of Financial Econometrics,2009,7:174-196.
  • 10郭名媛,张世英.赋权已实现波动及其长记忆性,最优频率选择[J].系统工程学报,2006,21(6):568-573. 被引量:26

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