美联储:当尾部很重时:GARCH模型的方差目标、非高斯、准最大似然估计的好处(英文版)
美联储:当尾部很重时:GARCH模型的方差目标、非高斯、准最大似然估计的好处(英文版).pdf |
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资源简介
In heavy-tailed cases, variance targeting the Student’s-t estimator proposed in Bollerslev (1987) for the linear GARCH model is shown to be robust to density misspecification, just like the popular Quasi-Maximum Likelihood Estimator (QMLE). The resulting Variance-Targeted, Non-Gaussian, Quasi-Maximum Likelihood Estimator (VTNGQMLE) is shown to possess a stable limit, albeit one that is highly non-Gaussian, with an ill-defined variance. The rate of convergence to this non-standard limit is slo
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