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Statistical analysis of longitudinal neuroimage data with Linear Mixed Effects models

机译:使用线性混合效应模型对纵向神经图像数据进行统计分析

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摘要

Longitudinal neuroimaging (LNI) studies are rapidly becoming more prevalent and growing in size. Today, no standardized computational tools exist for the analysis of LNI data and widely used methods are sub-optimal for the types of data encountered in real-life studies. Linear Mixed Effects (LME) modeling, a mature approach well known in the statistics community, offers a powerful and versatile framework for analyzing real-life LNI data. This article presents the theory behind LME models, contrasts it with other popular approaches in the context of LNI, and is accompanied with an array of computational tools that will be made freely available through FreeSurfer — a popular Magnetic Resonance Image (MRI) analysis software package.Our core contribution is to provide a quantitative empirical evaluation of the performance of LME and competing alternatives popularly used in prior longitudinal structural MRI studies, namely repeated measures ANOVA and the analysis of annualized longitudinal change measures (e.g. atrophy rate). In our experiments, we analyzed MRI-derived longitudinal hippocampal volume and entorhinal cortex thickness measurements from a public dataset consisting of Alzheimer's patients, subjects with mild cognitive impairment and healthy controls. Our results suggest that the LME approach offers superior statistical power in detecting longitudinal group differences.
机译:纵向神经成像(LNI)研究正在迅速变得越来越普遍并且规模不断扩大。如今,不存在用于分析LNI数据的标准化计算工具,而对于在现实生活中遇到的数据类型,广泛使用的方法是次优的。线性混合效应(LME)建模是统计界众所周知的成熟方法,它为分析实际LNI数据提供了强大而通用的框架。本文介绍了LME模型背后的理论,并将其与LNI背景下的其他流行方法进行了对比,并附带了一系列计算工具,这些工具可通过FreeSurfer(一种流行的磁共振图像(MRI)分析软件包)免费获得。我们的核心贡献是对LME的性能以及先前的纵向结构MRI研究中普遍使用的竞争替代品(即重复测量ANOVA和年度化纵向变化测量(例如萎缩率)进行分析)的性能提供定量的经验评估。在我们的实验中,我们从由阿尔茨海默氏病患者,轻度认知障碍受试者和健康对照组成的公共数据集中分析了MRI衍生的纵向海马体积和内嗅皮层厚度测量值。我们的结果表明,LME方法在检测纵向群体差异方面提供了卓越的统计能力。

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