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The Birnbaum-Saunders autoregressive conditional duration model

机译:Birnbaum-Saunders自回归条件持续时间模型

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In this paper we introduce the Birnbaum-Saunders autoregressive conditional duration (BS-ACD) model as an alternative to the existing ACD models which allow a unimodal hazard function. The BS-ACD model is the first ACD model to integrate the concept of conditional quantile estimation into an ACD model by specifying the time-varying model dynamics in terms of the conditional median duration, instead of the conditional mean duration. In the first half of this paper we illustrate how the BS-ACD model relates to the traditional ACD model, and in the second half we discuss the assessment of goodness-of-fit for ACD models in general. In order to facilitate both of these points, we explicitly illustrate the similarities and differences between the BS-ACD model and the Generalized Gamma ACD (GG-ACD) model by comparing and contrasting their formulation, estimation, and results from fitting both models to samples for six NYSE securities.
机译:在本文中,我们介绍了Birnbaum-Saunders自回归条件持续时间(BS-ACD)模型,以替代允许单峰危害函数的现有ACD模型。 BS-ACD模型是第一个将条件分位数估计概念整合到ACD模型中的ACD模型,方法是根据条件中位数持续时间而不是条件平均持续时间指定时变模型动力学。在本文的上半部分,我们说明了BS-ACD模型与传统ACD模型的关系,而在下半部分中,我们讨论了总体上对ACD模型的拟合优度的评估。为了方便这两点,我们通过比较和对比两种模型与样本的拟合,估计和结果,来明确说明BS-ACD模型与广义Gamma ACD(GG-ACD)模型之间的异同六种纽交所证券。

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