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Dynamic Associated Analysis of Two Stock Returns' Volatility: An Evidence Study of Malaysia and Singapore Stock Markets

机译:两个股票回报的动态相关分析波动率:马来西亚和新加坡股市的证据研究

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This paper uses the Malaysia and the Singapore's stock prices as materials from January 3, 2000 to July 20, 2007, to discuss the model construction and the associations of Malaysia and Singapore's stock markets, and it uses Student's t distribution to analyze the proposed model. The empirical results show that the mutual affects of the Malaysia and the Singapore's stock markets may construct in bivariate IGARCH (1, 1) model with a DCC. The empirical result also shows that it exists the positive relation between Malaysia and Singapore's stock market returns. Namely, these two stock market return's volatility is synchronized influence, and the average estimation value of the DCC coefficient of two stock market returns amounts to 0.3826. Also, Malaysia and Singapore's stock markets do not have the asymmetrical effect in the research data period. Based on the DCC (Engle, 2002), the DCC and the bivariate GARCH model have a better explanatory ability compared to the bivariate GARCH model with a constant conditional correlation.
机译:本文采用马来西亚和新加坡股票价格作为2000年1月3日至2007年7月20日的材料,讨论了马来西亚和新加坡股市的模型建设和协会,它使用学生的T分析来分析所提出的模型。经验结果表明,马来西亚和新加坡股市的相互影响可能与DCC的双变量Igarch(1,1)模型构建。经验结果还表明,它存在马来西亚与新加坡股市回报之间的积极关系。即,这两个股票市场返回的波动性是同步的影响力,两股股票市场的DCC系数的平均估计值归还0.3826。此外,马来西亚和新加坡的股市在研究数据期内没​​有不对称效果。基于DCC(Engle,2002),与具有恒定条件相关性的双变量加粗模型相比,DCC和二元加粗模型具有更好的解释能力。

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