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高频视角下创业板市场的非对称尾部风险度量
引用本文:苏越良,王梦洁.高频视角下创业板市场的非对称尾部风险度量[J].工业技术经济,2021,40(4).
作者姓名:苏越良  王梦洁
作者单位:华南理工大学工商管理学院, 广州 510640;华南理工大学工商管理学院, 广州 510640
基金项目:中央高校基本科研业务费项目“风险视角下的粤港澳大湾区创业价值评估机制研究”(项目编号:x2gsC2190570)。
摘    要:创业板汇集了大批高成长性的科技企业,面临着高度不确定的市场风险。本文考虑创业板市场的非对称性和厚尾性,在偏t分布下利用5分钟高频数据构建已实现GARCH模型衡量其波动率,同时考虑到微观结构噪声影响,在RV的基础上引入对噪声稳健的BPV已实现测度,从而提升高频VaR模型的预测准确性。对创业板指和深证成指的实证结果表明,已实现GARCH模型在参数显著性和模型预测准确性方面均优于低频下的ARMA-fGARCH-VaR模型;基于RV和BPV的已实现模型没有显著差异;相比于深市主板,创业板面临的尾部风险更大。同时,为更好地监测与管控创业板市场风险,从政府和创业企业两个层面提出对策建议。

关 键 词:创业板  高频视角  偏t分布  风险价值  滚动预测  非对称尾部风险

Asymmetric Tail Risk Measurement of GEM From the Perspective of High Frequency
Su Yueliang,Wang Mengjie.Asymmetric Tail Risk Measurement of GEM From the Perspective of High Frequency[J].Industrial Technology & Economy,2021,40(4).
Authors:Su Yueliang  Wang Mengjie
Institution:(School of Business Administration,South China University of Technology,Guangzhou 510640,China)
Abstract:The Growth Enterprises Market(GEM)has gathered a large number of high growth technology enterprises,which are faced with highly uncertain market risks.In this paper,considering the asymmetry and thick tail of GEM market,we use 5-minute high-frequency data to build the realized GARCH model to measure its volatility under skewed t distribution.At the same time,considering the influence of microstructure noise,we introduce the noise robust BPV realized measure on the basis of RV,so as to improve the prediction accuracy of high-frequency VaR model.The empirical results of GE Index and SZSE composite index show that the realized GARCH model is better than ARMA-fgarch-VaR model in terms of parameter significance and model prediction accuracy;there is no significant difference between the realized models based on RV and BPV;compared with the main board of Shenzhen stock market,GEM faces greater tail risk.At the same time,in order to better monitor and control the GEM market risk,this paper puts forward countermeasures and suggestions from the government and the entrepreneurial enterprises.
Keywords:GEM  high frequency perspective  skewed t distribution  VaR  rolling forecast  asymmetric tail risk
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