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Identification of functional networks in resting state fMRI data using adaptive sparse representation and affinity propagation clustering

机译:使用自适应稀疏表示和亲和力传播聚类识别静止状态fMRI数据中的功能网络

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Human brain functional system has been viewed as a complex network. To accurately characterize this brain network, it is important to estimate the functional connectivity between separate brain regions (i.e., association matrix). One common approach to evaluating the connectivity is the pairwise Pearson correlation. However, this bivariate method completely ignores the influence of other regions when computing the pairwise association. Another intractable issue existed in many approaches to further analyzing the network structure is the requirement of applying a threshold to the association matrix. To address these issues, we develop a novel scheme to investigate the brain functional networks. Specifically, we first establish a global functional connection network by using the Adaptive Sparse Representation (ASR), adaptively integrating the sparsity of ?_(1)-norm and the grouping effect of ?_(2)-norm for linear representation and then identify connectivity patterns with Affinity Propagation (AP) clustering algorithm. Results on both simulated and real data indicate that the proposed scheme is superior to the Pearson correlation in connectivity quality and clustering quality. Our findings suggest that the proposed scheme is an accurate and useful technique to delineate functional network structure for functionally parsimonious and correlated fMRI data with a large number of brain regions.
机译:人脑功能系统被视为一个复杂的网络。为了准确地表征此大脑网络,重要的是估计单独的大脑区域(即关联矩阵)之间的功能连接。评估连通性的一种常用方法是成对的Pearson相关。但是,这种双变量方法在计算成对关联时完全忽略了其他区域的影响。在许多用于进一步分析网络结构的方法中,另一个棘手的问题是要求对关联矩阵应用阈值。为了解决这些问题,我们开发了一种新颖的方案来研究大脑功能网络。具体来说,我们首先通过使用自适应稀疏表示(ASR)建立全局功能连接网络,自适应地将?_(1)-范数的稀疏性和?_(2)-范数的分组效应进行线性表示,然后识别具有亲和力传播(AP)聚类算法的连接模式。仿真和实际数据的结果表明,该方案在连接质量和聚类质量方面优于Pearson相关性。我们的发现表明,所提出的方案是一种精确而有用的技术,用于描述功能简化的和相关的功能磁共振成像数据与大量大脑区域的功能网络结构。

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