Anderson Ariana, Bramen Jennifer, Douglas Pamela K, Lenartowicz Agatha, Cho Andrew, Culbertson Chris, Brody Arthur L, Yuille Alan L, Cohen Mark S
Department of Psychiatry and Biobehavioral Sciences, University of California at Los Angeles, Los Angeles, CA.
Int J Imaging Syst Technol. 2011 Jun;21(2):223-231. doi: 10.1002/ima.20286.
Independent component analysis (ICA) is a popular method for the analysis of functional magnetic resonance imaging (fMRI) signals that is capable of revealing connected brain systems of functional significance. To be computationally tractable, estimating the independent components (ICs) inevitably requires one or more dimension reduction steps. Whereas most algorithms perform such reductions in the time domain, the input data are much more extensive in the spatial domain, and there is broad consensus that the brain obeys rules of localization of function into regions that are smaller in number than the number of voxels in a brain image. These functional units apparently reorganize dynamically into networks under different task conditions. Here we develop a new approach to ICA, producing group results by bagging and clustering over hundreds of pooled single-subject ICA results that have been projected to a lower-dimensional subspace. Averages of anatomically based regions are used to compress the single subject-ICA results prior to clustering and resampling via bagging. The computational advantages of this approach make it possible to perform group-level analyses on datasets consisting of hundreds of scan sessions by combining the results of within-subject analysis, while retaining the theoretical advantage of mimicking what is known of the functional organization of the brain. The result is a compact set of spatial activity patterns that are common and stable across scan sessions and across individuals. Such representations may be used in the context of statistical pattern recognition supporting real-time state classification.
独立成分分析(ICA)是一种用于分析功能磁共振成像(fMRI)信号的常用方法,它能够揭示具有功能意义的相连脑系统。为了便于计算处理,估计独立成分(IC)不可避免地需要一个或多个降维步骤。虽然大多数算法在时域中执行这种降维,但输入数据在空间域中要广泛得多,并且人们普遍认为大脑遵循功能定位规则,这些功能区域的数量比脑图像中的体素数量少。这些功能单元在不同任务条件下显然会动态重组为网络。在这里,我们开发了一种新的ICA方法,通过对数百个汇总的单受试者ICA结果进行装袋和聚类来生成组结果,这些结果已被投影到低维子空间。基于解剖区域的平均值用于在聚类和通过装袋重采样之前压缩单受试者ICA结果。这种方法的计算优势使得通过组合受试者内分析的结果,能够对由数百个扫描会话组成的数据集进行组水平分析,同时保留模拟已知脑功能组织的理论优势。结果是一组紧凑的空间活动模式,这些模式在扫描会话和个体之间是常见且稳定的。这种表示可用于支持实时状态分类的统计模式识别的背景下。