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Birnbaum-Saunders autoregressive conditional range model applied to stock index data

机译:Birnbaum-Saunders自动增加条件范围模型适用于库存指数数据

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摘要

This article proposes a new approach to the conditional autoregressive range (CARR) model using the Birnbaum-Saunders (BS) distribution. The model aims to develop volatility clustering, which incorporates extreme fluctuations, using a time-varying evolution of the range process called the BSCARR model. Furthermore, diagnosis analysis tools for diagnosis analysis were developed to evaluate the goodness of fit, such as residual analysis, global influence measures based on Cook's distance, and local influence analysis. For illustrative purposes, three real financial market indices are analyzed. A comparison with classical CARR models was also carried out in these examples. The results indicated that the proposed model outperformed some existing models in the literature, especially a recent CARR model based on the gamma distribution even under the presence of atypical cases (observed values).
机译:本文使用Birnbaum-Saunders(BS)分布提出了一种新的条件自回归范围(Carr)模型的新方法。 该模型旨在使用称为BSCARR模型的范围过程的时变进化,开发波动簇聚类,该挥发性聚类,该挥发性聚类,该波动聚类是极其不同的演变。 此外,开发了用于诊断分析的诊断分析工具,以评估适应性的良好,例如基于厨师距离的全球影响措施,以及局部影响分析。 出于说明性目的,分析了三个真正的金融市场指数。 在这些实施例中还进行了与古典CARR模型的比较。 结果表明,所提出的模型在文献中表现出一些现有的模型,特别是即使在非典型病例的存在下

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