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Sparse Multi-task Inverse Covariance Estimation for Connectivity Analysis in EEG Source Space

机译:脑电源空间连通性分析的稀疏多任务逆协方差估计

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Understanding how different brain areas interact to generate complex behavior is a primary goal of neuroscience research. One approach, functional connectivity analysis, aims to characterize the connectivity patterns within brain networks. In this paper, we address the problem of discriminative connectivity, i.e. determining the differences in network structure under different experimental conditions. We introduce a novel model called Sparse Multi-task Inverse Covariance Estimation (SMICE) which is capable of estimating a common connectivity network as well as discriminative networks across different tasks. We apply the method to EEG signals after solving the inverse problem of source localization, yielding networks defined on the cortical surface. We propose an efficient algorithm based on the Alternating Direction Method of Multipliers (ADMM) to solve SMICE. We apply our newly developed framework to find common and discriminative connectivity patterns for α-oscillations during the Sleep Onset Process (SOP) and during Rapid Eye Movement (REM) sleep. Even though both stages exhibit a similar α-oscillations, we show that the underlying networks are distinct.
机译:了解不同的大脑区域如何相互作用以产生复杂的行为是神经科学研究的主要目标。一种方法是功能连通性分析,旨在表征大脑网络内的连通性模式。在本文中,我们解决了区分连接性的问题,即确定不同实验条件下网络结构的差异。我们介绍了一种称为稀疏多任务逆协方差估计(SMICE)的新颖模型,该模型能够估计不同任务之间的公共连通性网络和判别网络。在解决了源定位的反问题之后,我们将该方法应用于脑电信号,产生了在皮层表面上定义的网络。我们提出了一种基于乘数交替方向法(ADMM)的有效算法来求解SMICE。我们应用新开发的框架来找到睡眠发作过程(SOP)和快速眼动(REM)睡眠期间α振荡的常见和判别性连接模式。即使两个阶段都表现出相似的α振荡,我们仍表明基础网络是截然不同的。

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