GLMM方法研究小肠内刺突的时空演化

C. Faes, M. Aerts, H. Geys, L. Bijnens, L. Ver Donck, W. Lammers
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引用次数: 6

摘要

混合模型可以应用于广泛的环境。可能,它们最常用于处理数据中的分组。此外,混合模型也可以用于平滑目的。在处理非正态数据时,在广义线性混合模型(GLMM)框架内使用平滑方法是不太熟悉的。我们探索了GLMM在空间和纵向维度上的平滑目的。该方法通过分析不同猫小肠的尖峰电位来说明。时空模型使用二维平滑样条跨越空间维度和随机效应来解释连续慢波期间的相关性。混合模型方法的一个主要优点是,它可以在统一模型中处理平滑和分组(或其他类型的相关性)。通过这种方法,可以检测出与其他区域相比尖峰发生率高的区域。此外,在连续的慢波期间的峰值的时间和空间特征可以确定。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
GLMM approach to study the spatial and temporal evolution of spikes in the small intestine
Mixed models can be applied in a wide range of settings. Probably, they are most commonly used to handle grouping in the data. In addition, mixed models can be used for smoothing purposes as well. When dealing with non-normal data, the use of smoothing methods within the generalized linear mixed models (GLMM) framework is less familiar. We explore the use of GLMM for smoothing purposes in both spatial and longitudinal dimensions. The methodology is illustrated by analysis of spike potentials in the small intestine of different cats. Spatio-temporal models that use two-dimensional smoothing splines across the spatial dimension and random effects to account for the correlations during successive slow-waves are developed. A major advantage of the mixed-model approach is that it can handle smoothing together with grouping (or other types of correlations) in a unified model. In this way, areas with high spike incidence compared with other areas can be detected. Also, the temporal and spatial characteristics of spikes during successive slow-waves can be identified.
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