期刊文献+

偏度是A股定价的重要因子吗?

Is Skewness an Important Factor in A-Shares Pricing?
原文传递
导出
摘要 本文在投资组合难以充分分散化的前提下,综合考虑个股的总偏度、系统性偏度和特质性偏度对个股定价的影响。为了克服样本极端值对偏度测度的影响,通过混频分位数回归先估计个股和股指收益率的条件分位数,再借助Cornish-Fisher展开式间接估计个股和股指的总偏度,这是一种稳健的估计方法。基于构造的个股和股指的稳健总偏度将个股的稳健总偏度分解为稳健系统性偏度和稳健特质性偏度。借鉴Zhu等(2021)对赌博偏好的检验方法,实证发现,在横截面上,基于偏度的排序分组检验显示对个股收益率的预测能力强弱顺序依次为稳健总偏度、稳健系统性偏度、稳健特质性偏度、样本矩总偏度;在时间序列上,基于含偏度的因子模型检验显示对个股收益率及股市异象的预测能力强弱顺序依次为稳健总偏度、稳健系统性偏度、样本矩总偏度、稳健特质性偏度。实证结果表明,偏度是A股定价的重要因子,但稳健总偏度优于样本矩总偏度,稳健系统性偏度优于稳健特质性偏度。 Under the premise that it is difficult to fully diversify the portfolio,this paper comprehensively considers the influence of total skewness,systematic skewness and idiosyncratic skewness of individual stock on its pricing.In order to overcome the influence of sample extreme value on skewness measure,this paper estimates the conditional quantile of individual stock and index return by mixing quantile regression,and then estimates the total skewness of individual stock and index indirectly by Cornish Fisher expansion,which is a robust estimation method.Based on the constructed robust total skewness of individual stock and index,the robust total skewness of individual stock is decomposed into robust systematic skewness and robust idiosyncratic skewness.Based on Zhu et al.'s(2021)test of gambling preference,this paper empirically finds that:On the cross section,the rank grouping test based on skewness shows that the order of forecasting ability of individual stock return is robust total skewness>robust systematic skewness>robust idiosyncratic skewness>sample moment total skewness;in the time series,the factor model test including skewness shows that the order of forecasting ability of individual stock return and anomalies is:robust total skewness>robust systematic skewness>sample moment total skewness>robust idiosyncratic skewness.The empirical results show that skewness is an important factor in A-shares pricing,but the robust total skewness is better than the sample moment total skewness,and the robust systematic skewness is better than the robust idiosyncratic skewness.
作者 夏仕龙 Shilong Xia(School of Economics,Sichuan University,Chengdu,China)
出处 《南大商学评论》 2021年第2期108-122,共15页 Nanjing Business Review
基金 2019年度教育部人文社会科学研究青年基金西部和边疆地区项目“不确定环境下我国宏观经济政策协调搭配研究”(19XJC790015)
关键词 偏度 资产定价 因子模型 混频分位数回归 Skewness Asset Pricing Factor Model Mixing Quantile Regression
  • 相关文献

参考文献7

二级参考文献89

  • 1徐梅,张世英.基于小波分析的金融波动分析[J].系统工程理论与实践,2005,25(2):1-9. 被引量:44
  • 2张峥,刘力.换手率与股票收益:流动性溢价还是投机性泡沫?[J].经济学(季刊),2006,5(3):871-892. 被引量:160
  • 3Angelo Ranaldo,Laurent Favre,. How to Price Hedge Funds:From Two - to Four -Moment CAPM [J]. UBS,2003:21,1-24.
  • 4Soosung Hwang, Stephen E. Satchell. Modelling emerging market risk premia using higher moments[J]. International Journal of Finance & Economics, 1999, (10).
  • 5Emmanuel Jurczenkoy, Bertrand Mailletz. The Three-moment CAPM: Theoretical Foundations and an Asset Pricing Models Comparison in an Unified Framework[J].Journal of Economics and Cntrool,2001,21:1-42.
  • 6Kraus A, Litzenberger R. Skewness preference and the valuation of risk assets[J] .Journal of Finance, 1976(31) : 1085-1100.
  • 7Soosung H. Stephen E S. Modelling emerging market risk premia using higher moments [ J ]. International Journal of Finance and Economics, 1999(4) :271-296.
  • 8Rohan C D, Mukesh C. Coskewness and cokurtosis in futures markets [J] .Journal of Empirical Finance, 2001(8): 55-81.
  • 9Levhari D, Levy H. The capital asset pricing model and the investment horizon[J]. Review of Economics and Statistics, 1997(59) : 92-104.
  • 10Handa P, Kothari S P, Wasley C. The relation between the return interval and betas: implications for the size effect [ J ]. Journal of Financial Economics, 1989(23) : 79-100.

共引文献94

相关作者

内容加载中请稍等...

相关机构

内容加载中请稍等...

相关主题

内容加载中请稍等...

浏览历史

内容加载中请稍等...
;
使用帮助 返回顶部