摘要
采用基于信息的理论模型证实主体为了解决参数不确定性而采取的信息获取行为会导致价格跳跃,这种价格跳跃能够被收益率的极端值所描述,进而反映出市场参数不确定性的扩散途径,修正归一尺度后的极端分位数回归方法适合对该模型假设进行统计分析。研究表明:在正常市场状态下,沪深300市场参数不确定性并不受其他三个股指市场参数不确定性影响,但这种独立性会被股指间的共振所干扰,市场参数不确定性开始从创业板和中小板向沪深300蔓延;高频数据下,投资者以中证500为标的进行的套利操作和风险管理使得中证500市场参数不确定性在两个上涨时期内能够缓解沪深300、创业板和中小板市场参数不确定性;中小板与创业板市场参数不确定性对其他股指市场参数不确定性影响途径和强度极为类似。
In this paper, a theoretical model based on information is used to prove that the information acquisition behavior of the subject in order to solve the parameter uncertainty leads to the price jump, which can be described by the extreme value of the return rate and reflects the diffusion path of the uncertainty of the market parameters. The extreme quantile regression method with the re-normalized scale is suitable for statistical analysis of the model hypothesis. The research shows that under the normal market conditions, the uncertainty of the mar- ket parameters of CSI 300 are not affected by the uncertainty of the market parameters of the other three stock in- dexes. However, this independence will be interfered by the resonance between the stock index, uncertainty in market parameters began to spread from the GEM and small plates to the CSI 300. Under the high-frequency data, CSI 500 market parameter uncertainties ease market parameter uncertainties of CSI 300, GEM and SME in boom periods due to arbitrage operation and risk management conducted by investors on the basis of CSI 500. The market parameter uncertainty of SME board and the GEM have similar impact on the market parameter uncertainty of other stock indices.
作者
陈守东
周彻
CHEN Shou-dong;ZHOU Che(Quantitative Research Center of Economic, Jilin University, Changchun 130012, China;Business School, Jilin University, Changchun 130012,China)
出处
《税务与经济》
CSSCI
北大核心
2018年第3期29-36,共8页
Taxation and Economy
基金
教育部哲学社会科学研究重大攻关项目"资本市场的系统性风险测度与防范体系构建研究"(项目编号:17JZD016)
教育部人文社会科学重点研究基地重大项目"新常态下我国资本市场与经济增长的长期协调发展研究"(项目编号:16JJD790016)
国家社科基金重点项目"新常态下我国系统性区域性金融风险新特征及防范对策研究"(项目编号:16AJY024)
关键词
信息不确定性
极端分位数回归
市场异常波动
股指收益率
parameter uncertainty
extreme quantile regression
abnormal fluctuation
stock index return rate