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Advances in Covariance Modelling

机译:协方差建模的进步

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Conventionally, in longitudinal studies, the mean structure has been thought to be more important than the covariance structure between the repeated measures on the same individual. Often, it has been argued that, with respect to the mean, the covariance was merely a 'nuisance parameter' and, consequently, was not of 'scientific interest'. Today, however, one can see that from a formal statistical standpoint, the inferential problem is entirely symmetric in both parameters. In recent years there has been a steady stream of new results and we pause to review some key advances in the expanding field of covariance modelling, In particular, developments since the seminal work by Pourahmadi (1999, 2000) are traced. While the main focus is on longitudinal data with continuous responses, emerging approaches to joint mean-covariance modelling in the GEE, and GLMM arenas are also considered briefly.
机译:通常,在纵向研究中,平均结构被认为比同一个人对重复措施之间的协方差结构更重要。通常,有人认为,关于平均值,协方差仅仅是“滋扰参数”,因此,并不是“科学兴趣”。然而,今天,可以看出,从正式的统计学观点来看,推理问题在这两个参数中都是对称的。近年来,暂停了新的结果,我们暂停了审查扩大协方差建模领域的关键进展,特别是由于PORAHMADI(1999,2000)的开创性工作以来。虽然主要重点是具有连续响应的纵向数据,但是在GEE中的联合均协方差建模的新出现方法以及GLMM Arenas也被简单地考虑。

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