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A Note on GARCH(1,1) Estimation via Different Estimation Methods

机译:关于GARCH(1,1)估计的注意事项通过不同的估计方法

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Generalized autoregressive conditional heteroscedasticity (GARCH) model has earned large success for its competitiveness and parsimony in the financial econometric literature. GARCH model is based on the infinite ARCH specification term that reduces the number of estimated parameters from infinity to two. This paper analyzes estimation bias for different GARCH specification in various sample sizes. Furthermore, we employ generalized method of moments and maximum likelihood framework for estimation evaluation. We show that selected estimation methods yields to different biases under various sample sizes assumption. Finally, our results suggest that maximum likelihood estimation gives better estimates than generalized method of moments.
机译:广义自回归条件异质型(GARCH)模型在金融计量经济学文献中赢得了竞争力和统治性的大量成功。 GARCH模型基于无限的ARCH规范术语,可将估计参数的数量从无限远到两个。本文分析了各种样本尺寸的不同加法规范的估计偏差。此外,我们采用了估计评估的普遍的矩和最大似然框架方法。我们表明所选估计方法在各种样本尺寸假设下产生不同的偏差。最后,我们的结果表明,最大似然估计提供了比广义时刻方法更好的估计。

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