MVComp 工具箱:脑磁共振成像特征的多变量比较,考虑不同测量的共同信息

Stefanie A Tremblay, Zaki Alasmar, Amir Pirhadi, Felix Carbonell, Yasser Iturria-Medina, Claudine J Gauthier, Christopher J Steele
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摘要

为了解决神经成像测量的生理非特异性问题,以及更好地描述行为背后复杂的生物过程,多变量方法近来越来越受欢迎。然而,常用的方法会因变量之间的内在联系而产生偏差,或者计算成本高昂,实施起来可能比标准的单变量方法更复杂。在此,我们建议使用马哈拉诺比斯距离(D2),这是一种个体水平的偏差测量方法,相对于参考分布,它考虑了测量值之间的协方差。为了方便使用,我们引入了一个基于 python 的开源工具,用于计算相对于参照组或单个个体的 D2:多变量比较(MVComp)工具箱(https://github.com/neuralabc/mvcomp (https://github.com/neuralabc/mvcomp))。该工具箱允许不同层次的分析(即组级或受试者级)、分辨率(如体素、ROI)和考虑的维度(如结合 MRI 测量或 WM 束)。本文介绍了几个示例,以展示 MVComp 的广泛应用和工具箱的功能。我们将 D2 框架应用于白质(WM)微观结构的评估:1)群体层面,可以计算受试者与参照群体之间的 D2,从而得出个体化的偏差测量值。我们观察到,对胼胝体中的 D2 进行聚类后得出的小块与基于神经解剖学的已知拓扑高度相似,这表明 D2 提供了一个综合指标,能有意义地反映潜在的微观结构。2) 在受试者层面,计算体素之间的 D2 以获得(不)相似性的测量值。然后在感兴趣的体素中提取每个 MRI 指标的负荷(即其对 D2 的相对贡献),以展示 MVComp 工具箱的一个有用选项。这些相对贡献可为观察到的差异的生理基础提供重要见解。综合多变量模型对于拓展我们对复杂的大脑行为关系以及疾病发展和进展的多重因素的理解至关重要。我们的工具箱为实施有用的多元方法提供了便利,使其更容易获得。
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MVComp toolbox: MultiVariate Comparisons of brain MRI features accounting for common information across measures
Multivariate approaches have recently gained in popularity to address the physiological unspecificity of neuroimaging measures and to better characterize the complexity of biological processes underlying behavior. However, commonly used approaches are biased by the intrinsic associations between variables, or they are computationally expensive and may be more complicated to implement than standard univariate approaches. Here, we propose using the Mahalanobis distance (D2), an individual-level measure of deviation relative to a reference distribution that accounts for covariance between measures. To facilitate its use, we introduce an open-source python-based tool for computing D2 relative to a reference group or within a single individual: the MultiVariate Comparison (MVComp) toolbox (https://github.com/neuralabc/mvcomp (https://github.com/neuralabc/mvcomp)). The toolbox allows different levels of analysis (i.e., group- or subject-level), resolutions (e.g., voxel-wise, ROI-wise) and dimensions considered (e.g., combining MRI measures or WM tracts). Several example cases are presented to showcase the wide range of possible applications of MVComp and to demonstrate the functionality of the toolbox. The D2 framework was applied to the assessment of white matter (WM) microstructure at 1) the group-level, where D2 can be computed between a subject and a reference group to yield an individualized measure of deviation. We observed that clustering applied to D2 in the corpus callosum yields parcellations that highly resemble known topography based on neuroanatomy, suggesting that D2 provides an integrative index that meaningfully reflects the underlying microstructure. 2) At the subject level, D2 was computed between voxels to obtain a measure of (dis)similarity. The loadings of each MRI measure (i.e., its relative contribution to D2) were then extracted in voxels of interest to showcase a useful option of the MVComp toolbox. These relative contributions can provide important insights into the physiological underpinnings of differences observed. Integrative multivariate models are crucial to expand our understanding of the complex brain-behavior relationships and the multiple factors underlying disease development and progression. Our toolbox facilitates the implementation of a useful multivariate method, making it more widely accessible.
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