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Graph Fourier transform of fMRI temporal signals based on an averaged structural connectome for the classification of neuroimaging

机译:基于平均结构结合的FMRI时间信号曲线傅立叶变换,用于神经影像分析

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Graph signal processing (GSP) is a framework that enables the generalization of signal processing to multivariate signals described on graphs. In this paper, we present an approach based on Graph Fourier Transform (GFT) and machine learning for the analysis of resting-state functional magnetic resonance imaging (rs-fMRI). For each subject, we use rs-fMRI time series to compute several descriptive statistics in regions of interest (ROI). Next, these measures are considered as signals on an averaged structural graph built using tractography of the white matter of the brain, defined using the same ROI. GFT of these signals is computed using the structural graph as a support, and the obtained feature vectors are subsequently benchmarked in a supervised learning setting. Further analysis suggests that GFT using structural connectivity as a graph and the standard deviation of fMRI time series as signals leads to more accurate supervised classification using a world-wide multi-site database known as ABIDE (Autism Brain Imaging Data Exchange) when compared to several other statistical metrics. Moreover, the proposed approach outperforms several approaches, based on using functional connectomes or complex functional network measures as features for classification.
机译:图表信号处理(GSP)是一种框架,其使信号处理的概括为在图表上描述的多变量信号。在本文中,我们提出了一种基于曲线图傅立叶变换(GFT)和机器学习的方法,用于分析静态功能磁共振成像(RS-FMRI)。对于每个主题,我们使用RS-FMRI时间序列来计算兴趣区域(ROI)的几个描述性统计信息。接下来,这些措施被视为使用大脑的白质的杂物的平均结构图上的信号,使用相同的投资回报率定义。使用结构图作为支撑来计算这些信号的GFT,并且所获得的特征向量随后在监督学习设置中基准测试。进一步的分析表明,GFT使用结构连通性作为FMRI时间序列的标准偏差,因为信号导致使用全球多站点数据库(自闭症脑成像数据交换)的全球多站点数据库更准确地监督分类其他统计指标。此外,所提出的方法优于几种方法,基于使用功能Connectomes或复杂的功能网络测量作为分类的特征。

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