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Identifying Network Correlates of Brain States Using Tensor Decompositions of Whole-Brain Dynamic Functional Connectivity

机译:使用全脑动态功能连接的张量分解识别大脑状态的网络相关性

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Network organization is fundamental to the human brain and alterations of this organization by brain states and neurological diseases is an active field of research. Many studies investigate functional networks by considering temporal correlations between the fMRI signal of distinct brain regions over long periods of time. Here, we propose to use the higher-order singular value decomposition (HOSVD), a tensor decomposition, to extract whole-brain network signatures from group-level dynamic functional connectivity data. HOSVD is a data-driven multivariate method that fits the data to a 3-way model, i.e., connectivity x time x subjects. We apply the proposed method to fMRI data with alternating epochs of resting and watching of movie excerpts, where we captured dynamic functional connectivity by sliding window correlations. By regressing the connectivity maps' time courses with the experimental paradigm, we find a characteristic connectivity pattern for the difference between the brain states. Using leave-one-subject-out cross-validation, we then show that the combination of connectivity patterns generalizes to unseen subjects as it predicts the paradigm. The proposed technique can be used as feature extraction for connectivity-based decoding and holds promise for the study of dynamic brain networks.
机译:网络组织是人脑的基础,大脑状态和神经系统疾病对这种组织的改变是一个活跃的研究领域。许多研究都通过考虑长时间内不同大脑区域的fMRI信号之间的时间相关性来研究功能网络。在这里,我们建议使用高阶奇异值分解(HOSVD)(张量分解)从组级动态功能连接数据中提取全脑网络签名。 HOSVD是一种数据驱动的多元方法,可将数据拟合为三向模型,即连通性x时间x受试者。我们将建议的方法应用于具有交替休息和观看电影摘录的fMRI数据,其中我们通过滑动窗口相关性捕获了动态功能连接。通过用实验范式对连通性图的时程进行回归,我们发现了大脑状态之间差异的特征性连通性模式。然后,使用留一主观交叉验证,我们证明了连通性模式的组合在预测范式时会普遍适用于看不见的主题。所提出的技术可以用作基于连接的解码的特征提取,并为动态脑网络的研究提供了希望。

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