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Multivariate approach for brain decomposable connectivity networks

机译:脑可分解连接网络的多元方法

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This paper deals with the analysis of brain functional network using fMRI data. It recapitulates the concept of decomposable connectivity graph. Graphs are a usual tool to represent complex systems behavior, although edge strength estimation issues have not yet received a universally adopted solution. In the framework of linear Gaussian instantaneous exchanges, the well known partial correlation is usually introduced. However its estimation remains a challenge for highly connected or dense systems. Here, we propose to combine a wavelet decomposition and a graphical Gaussian model approach relying on decomposable graphs. This is shown to improve the estimations of brain function networks in the presence of long range dependence; the results are compared to those obtained with classical partial correlation estimators.
机译:本文使用fMRI数据对大脑功能网络进行分析。它概括了可分解连接图的概念。尽管边缘强度估计问题尚未得到普遍采用的解决方案,但是图形是表示复杂系统行为的常用工具。在线性高斯瞬时交换的框架中,通常引入众所周知的偏相关。然而,对于高度连接或密集的系统,其估计仍然是一个挑战。在这里,我们建议结合小波分解和依赖可分解图的图形高斯模型方法。这表明在存在长期依赖性的情况下可以改善对脑功能网络的估计。将结果与经典偏相关估计器获得的结果进行比较。

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