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Bayesian Covariate Selection in Mixed-Effects Models For Longitudinal Shape Analysis

机译:纵向形状分析的混合效应模型中的贝叶斯协变量选择

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摘要

The goal of longitudinal shape analysis is to understand how anatomical shape changes over time, in response to biological processes, including growth, aging, or disease. In many imaging studies, it is also critical to understand how these shape changes are affected by other factors, such as sex, disease diagnosis, IQ, etc. Current approaches to longitudinal shape analysis have focused on modeling age-related shape changes, but have not included the ability to handle covariates. In this paper, we present a novel Bayesian mixed-effects shape model that incorporates simultaneous relationships between longitudinal shape data and multiple predictors or covariates to the model. Moreover, we place an Automatic Relevance Determination (ARD) prior on the parameters, that lets us automatically select which covariates are most relevant to the model based on observed data. We evaluate our proposed model and inference procedure on a longitudinal study of Huntington's disease from PREDICT-HD. We first show the utility of the ARD prior for model selection in a univariate modeling of striatal volume, and next we apply the full high-dimensional longitudinal shape model to putamen shapes.
机译:纵向形状分析的目的是了解解剖形状如何响应生物过程(包括生长,衰老或疾病)而随时间变化。在许多影像学研究中,了解这些形状变化如何受到其他因素(例如性别,疾病诊断,智商等)的影响也很重要。当前的纵向形状分析方法着重于建模与年龄相关的形状变化,但是不包括处理协变量的能力。在本文中,我们提出了一个新颖的贝叶斯混合效应形状模型,该模型结合了纵向形状数据与该模型的多个预测变量或协变量之间的同时关系。此外,我们在参数之前放置了自动相关性确定(ARD),这使我们能够基于观察到的数据自动选择与模型最相关的协变量。我们从PREDICT-HD的亨廷顿氏病纵向研究中评估了我们提出的模型和推理程序。我们首先在纹状体容积的单变量模型中显示ARD之前进行模型选择的效用,然后将完整的高维纵向形状模型应用于壳状体形状。

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