Donovan Kevin, Tustison Nicholas J, Linn Kristin A, Shinohara Russell T
bioRxiv. 2023 Feb 15:2023.02.15.528657. doi: 10.1101/2023.02.15.528657.
Nuisance variables in medical imaging research are common, complicating association and prediction studies based on image data. Medical image data are typically high dimensional, often consisting of many highly correlated features. As a result, computationally efficient and robust methods to address nuisance variables are difficult to implement. By-region univariate residualization is commonly used to remove the influence of nuisance variables, as are various extensions. However, these methods neglect multivariate properties and may fail to fully remove influence related to the joint distribution of these regions. Some methods, such as functional regression and others, do consider multivariate properties when controlling for nuisance variables. However, the utility of these methods is limited for data with many image regions due to computational and model complexity. We develop a multivariate residualization method to estimate the association between the image and nuisance variable using a machine learning algorithm and then compute the orthogonal projection of each subject's image data onto this space. We illustrate this method's performance in a set of simulation studies and apply it to data from the Alzheimer's Disease Neuroimaging Initiative (ADNI).
医学成像研究中的干扰变量很常见,这使得基于图像数据的关联和预测研究变得复杂。医学图像数据通常是高维的,常常由许多高度相关的特征组成。因此,难以实现计算高效且稳健的方法来处理干扰变量。逐区域单变量残差化方法通常用于消除干扰变量的影响,各种扩展方法也是如此。然而,这些方法忽略了多变量特性,可能无法完全消除与这些区域联合分布相关的影响。一些方法,如功能回归等,在控制干扰变量时确实考虑了多变量特性。然而,由于计算和模型复杂性,这些方法对于具有许多图像区域的数据的效用有限。我们开发了一种多变量残差化方法,使用机器学习算法估计图像与干扰变量之间的关联,然后将每个受试者的图像数据正交投影到该空间。我们在一组模拟研究中展示了该方法的性能,并将其应用于来自阿尔茨海默病神经成像倡议(ADNI)的数据。