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A Novel Group ICA Approach Based on Multi-scale Individual Component Clustering. Application to a Large Sample of fMRI Data

机译:一种基于多尺度个体成分聚类的新型群ICA方法。在大量fMRI数据样本中的应用

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摘要

Functional connectivity-based analysis of functional magnetic resonance imaging data (fMRI) is an emerging technique for human brain mapping. One powerful method for the investigation of functional connectivity is independent component analysis (ICA) of concatenated data. However, this research field is evolving toward processing increasingly larger database taking into account inter-individual variability. Concatenated data analysis only handles these features using some additional procedures such as bootstrap or including a model of between-subject variability during the preprocessing step of the ICA. In order to alleviate these limitations, we propose a method based on group analysis of individual ICA components, using a multi-scale clustering (MICCA). MICCA start with two steps repeated several times: 1) single subject data ICA followed by 2) clustering of all subject independent components according to a spatial similarity criterion. A final third step consists in selecting reproducible clusters across the repetitions of the two previous steps. The core of the innovation lies in the multi-scale and unsupervised clustering algorithm built as a chain of three processes: robust proto-cluster creation, aggregation of the proto-clusters, and cluster consolidation. We applied MICCA to the analysis of 310 fMRI resting state dataset. MICCA identified 28 resting state brain networks. Overall, the cluster neuroanatomical substrate included 98% of the cerebrum gray matter. MICCA results proved to be reproducible in a random splitting of the data sample and more robust than the classical concatenation method.
机译:基于功能连接性的功能磁共振成像数据(fMRI)分析是一种新兴的人脑地图绘制技术。研究功能连接的一种有效方法是级联数据的独立成分分析(ICA)。然而,考虑到个体间的可变性,该研究领域正在朝着处理越来越大的数据库的方向发展。级联数据分析仅使用一些附加过程(例如引导程序)或在ICA的预处理步骤中包括对象间可变性模型来处理这些功能。为了减轻这些局限性,我们提出了一种使用多尺度聚类(MICCA)的基于独立ICA组件的组分析的方法。 MICCA从重复多次的两个步骤开始:1)单个受试者数据ICA,然后是2)根据空间相似性准则对所有受试者独立成分进行聚类。最后的第三步是在前两个步骤的重复过程中选择可重现的簇。创新的核心在于构建为三个过程链的多尺度,无监督的聚类算法:强大的原型集群创建,原型集群聚合和集群合并。我们将MICCA应用到310 fMRI静止状态数据集的分析中。 MICCA确定了28个静止状态的大脑网络。总体而言,簇神经解剖基质包括98%的大脑灰质。事实证明,MICCA结果在数据样本的随机分割中具有可重现性,并且比传统的串联方法更可靠。

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