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Modelling and forecasting volatility of the Botswana and Namibia stock market returns: evidence using GARCH models with different distribution densities

机译:博茨瓦纳和纳米比亚股市收益的波动率建模和预测:使用具有不同分布密度的GARCH模型的证据

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摘要

This paper estimates and compares alternative distribution density forecast methodology of three generalised autoregressive conditional heteroscedasticity (GARCH) models for Botswana and Namibia stock market returns. The symmetric GARCH and asymmetric Glosten Jagannathan and Runkle (GJR) version of GARCH (GJR-GARCH) and exponential GARCH methodology are employed to investigate the effect of stock return volatility in both stock markets using Gaussian, Student-t and generalised error distribution densities. The evidence reveals that the current shocks to the conditional variance will have less impact on future volatility in both markets. News impact is asymmetric in both stock markets leading to the existence of leverage effect in stock returns. Besides, both markets exhibit reverse volatility asymmetry, contradicting the widely accepted theory of volatility asymmetry. Regarding forecasting evaluation, the results reveal that the symmetric GARCH model coupled with fatter-tail distributions present a better out-of-sample forecast for both stock markets.
机译:本文估计并比较了博茨瓦纳和纳米比亚股市收益的三种广义自回归条件异方差(GARCH)模型的替代分布密度预测方法。使用高斯,Student-t和广义误差分布密度,使用对称的GARCH和非对称的GARCH(GJR-GARCH)版本的Glosten Jagannathan和Runkle(GJR)版本以及指数GARCH方法来研究两个股票市场中股票收益率波动的影响。有证据表明,当前对条件方差的冲击对两个市场未来的波动影响较小。两个股票市场的新闻影响都是不对称的,导致股票收益中存在杠杆效应。此外,两个市场都表现出反向的波动不对称性,这与广为接受的波动性不对称理论相矛盾。关于预测评估,结果表明,对称的GARCH模型与胖尾分布相结合,可以为两个股票市场提供更好的样本外预测。

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