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An extension on INAR models with discrete Laplace marginal distributions

机译:具有离散Laplace边际分布的INAR模型的扩展

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摘要

The main theme considered in this article is an integer-valued thinning operator with both positive and negative values, its properties, and a new time series with skew discrete Laplace marginals. Some properties of this model are discussed, as well as estimators of unknown parameters, similarities and differences with some other existing models, applications in real-life situations, and identification and approximation of latent processes affecting the concerning process.
机译:本文考虑的主题是具有正负值的整数值稀疏运算符,其属性以及带有倾斜离散拉普拉斯边际的新时间序列。讨论了该模型的某些属性,以及未知参数的估计量,与其他一些现有模型的相似性和差异,在现实生活中的应用以及对相关过程的潜在过程的识别和逼近。

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