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GARCH models without positivity constraints: Exponential or log GARCH?

机译:没有正性约束的GARCH模型:指数还是对数GARCH?

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This paper provides a probabilistic and statistical comparison of the log-GARCH and EGARCH models, which both rely on multiplicative volatility dynamics without positivity constraints. We compare the main probabilistic properties (strict stationarity, existence of moments, tails) of the EGARCH model, which are already known, with those of an asymmetric version of the log-GARCH. The quasi-maximum likelihood estimation of the log-GARCH parameters is shown to be strongly consistent and asymptotically normal. Similar estimation results are only available for the EGARCH (1,1) model, and under much stronger assumptions. The comparison is pursued via simulation experiments and estimation on real data. (c) 2013 Elsevier B.V. All rights reserved.
机译:本文提供了log-GARCH和EGARCH模型的概率和统计比较,这两个模型均依赖​​于无正向约束的乘性波动动力学。我们将已知的EGARCH模型的主要概率属性(严格平稳性,矩的存在,尾部)与对数GARCH的非对称版本进行了比较。 log-GARCH参数的拟最大似然估计显示出高度一致且渐近正常。类似的估计结果仅适用于EGARCH(1,1)模型,并且假设要强得多。通过模拟实验和对真实数据的估计来进行比较。 (c)2013 Elsevier B.V.保留所有权利。

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