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中国股票市场可预测性研究 被引量:1

The Predictability of China's Stock Market
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摘要 运用近10年的数据研究中国股票市场价格波动的可预测性或者说序列相关性,结果表明长、短期的股票回报均服从于或接近服从于随机游走,中国股市的可预测性较弱。另一方面,中国股票市场长期回报率具有弱显著的但较清晰的U型特征。 With the data of stock indexes in a decade, this article tests the predictability or serial correlation in short or long-term returns of common stocks in China's market. The results show that stock returns in China's market basically follow random walk whether in short term or in long term. The predictability is weak for China's stock prices. However, the long-term autocorrelation of stock returns produce a reasonable U-shaped pattern on the return horizons.
作者 黄少军
出处 《华南师范大学学报(社会科学版)》 CSSCI 2004年第2期7-14,38,共9页 Journal of South China Normal University:Social Science Edition
关键词 股票市场 可预测性 有效性 方差比率 stock market predictability efficiency variance ratios
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参考文献16

  • 1俞乔.市场有效、周期异常与股价波动——对上海、深圳股票市场的实证分析[J].经济研究,1994,29(9):43-50. 被引量:297
  • 2Jacob Boudoukh, Matthew P. Richardson, Robert F. Whitelaw. A tale of three schools: insights on autocorrelations of short - horizon stock[J]. The review of Financial Studies, 1994, (7) :539 - 573. 被引量:2
  • 3John H. Cochrane. New facts in finance[ J]. Economic Perspoctives Federal Reserve Bank of Chicago, 1999, (23) :36 - 58. 被引量:1
  • 4John Y. Campbell, Andrew W. Lo, A.C. Mackinlay. The Econometrics of Financial Markets[M]. Princeton University Press, 1997. 被引量:1
  • 5E.F. Fama, K. R. French. Permanent and temporary components of stock prices[ J]. Journal of Political Economics,1988, (96) :246 - 273. 被引量:2
  • 6William H. Greene. Econometric Analysis[M]. Prentic- Hall, Inc. ,2000. 被引量:2
  • 7N. Jegadeesh. Seasonality in stock price mean reversion: Evidence from the U.S. and the U. K. [ J]. Journal of Finance, 1991, (46): 1427 - 1444. 被引量:2
  • 8Andrew W. Lo, A.C.Mackinlay. Stock market price do not follow randow walk: evidence from a simple specification test[J]. Review of Financial Studies, 1988, (1) :41 - 66. 被引量:2
  • 9.此方法实际由Porterba and Summers(1988)较早使用,这里称为PS方法[Z].,.. 被引量:2
  • 10.这里,在计算连续复合回报时会出现轻微偏差.以A组为例.理论上应为RA=1/N∑Ri=1/Nln(ri+1)实际这里计算的是:RA=ln(1/N∑(ri+1)).根据泰勒展开,两者误差约为1/2[1/N∑ri2-(1/N∑ri)2],ri为简单回报率.由于ri一般小于0.1%,这一误差非常小[Z].,.. 被引量:2

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