Linn Kristin A, Gaonkar Bilwaj, Doshi Jimit, Davatzikos Christos, Shinohara Russell T
Int J Biostat. 2016 May 1;12(1):31-44. doi: 10.1515/ijb-2015-0030.
Understanding structural changes in the brain that are caused by a particular disease is a major goal of neuroimaging research. Multivariate pattern analysis (MVPA) comprises a collection of tools that can be used to understand complex disease efxcfects across the brain. We discuss several important issues that must be considered when analyzing data from neuroimaging studies using MVPA. In particular, we focus on the consequences of confounding by non-imaging variables such as age and sex on the results of MVPA. After reviewing current practice to address confounding in neuroimaging studies, we propose an alternative approach based on inverse probability weighting. Although the proposed method is motivated by neuroimaging applications, it is broadly applicable to many problems in machine learning and predictive modeling. We demonstrate the advantages of our approach on simulated and real data examples.
了解由特定疾病引起的大脑结构变化是神经影像学研究的一个主要目标。多变量模式分析(MVPA)包含一系列工具,可用于理解大脑中复杂的疾病影响。我们讨论了在使用MVPA分析神经影像学研究数据时必须考虑的几个重要问题。特别是,我们关注年龄和性别等非成像变量的混杂对MVPA结果的影响。在回顾了当前解决神经影像学研究中混杂问题的实践后,我们提出了一种基于逆概率加权的替代方法。尽管所提出的方法是由神经影像学应用推动的,但它广泛适用于机器学习和预测建模中的许多问题。我们在模拟和真实数据示例上展示了我们方法的优势。