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Modelling the Effects of Trading Volume on Stock Return Volatility Using Conditional Heteroskedastic Models

机译:使用条件异方差模型对交易量对股票收益率波动的影响建模

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In this study, we analyzed the effects of trading volume as a proxy for the information arrival on stock return volatility and assess whether with the inclusion of trading volume in conditional variance equation, volatility persistence disappears using the generalized autoregressive conditional heteroscedasticity models; EGARCH and TGARCH. The analysis was done on the daily Nairobi Security Exchange (NSE) 20-share index and trading volume from 02/01/2009 to 02/06/2017 accounting for 2108 observations. The results of AR (2)-EGARCH (1,1) and AR (2)-TGARCH (1,1) models show that the relationship between trading volume and stock returns volatility is positive but not statistically significant implying that trading volume as a proxy of information flow can be considered generally as a poor source of volatility in stock returns. However, the results do not support the hypothesis that persistence in volatility disappears with the inclusion of trading volume in the conditional variance equation and this was consistent with the Student’s t-distribution and Generalized error term distribution assumption. We suggest that the AR (2)-EGARCH (1,1) model without trading volume with student t-distribution is a more suitable model to capture the main features of the stock returns such as the volatility clustering, the stock returns volatility and the leverage effect.
机译:在这项研究中,我们分析了交易量对信息到达的影响对股票收益率波动性的影响,并使用广义自回归条件异方差模型评估了是否将交易量包括在条件方差方程中,波动率持久性是否消失了; EGARCH和TGARCH。该分析是根据2009年2月1日至2017年6月2日的每日内罗毕证券交易所(NSE)20股指数和交易量进行的,其中包括2108条观察值。 AR(2)-EGARCH(1,1)和AR(2)-TGARCH(1,1)模型的结果表明,交易量与股票收益波动率之间的关系为正,但无统计学意义,这意味着交易量为信息流的代理通常被认为是股票收益波动的一个很差的来源。但是,结果不支持以下假设:在条件方差方程中包含交易量后,波动率的持久性消失了,这与学生的t分布和广义误差项分布假设一致。我们建议不使用交易量和学生t分布的交易量的AR(2)-EGARCH(1,1)模型是更合适的模型,以捕获股票收益率的主要特征,如波动率聚类,股票收益率波动率和杠杆效应。

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