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Multivariate approach to functional MRI analysis for brain functionstudy,

机译:用于脑功能的功能性MRI分析的多变量方法

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Abstract: Functional MRI (fMRI) is a means of analyzing localized brain activity. It is statistically modeled by the multivariate Gaussian probability distribution (in space) and the time series (in time). However, the currently used analysis method takes an univariate approach. That is, the spatial relationships among voxels are ignored. This paper presents a multivariate analysis method. It formulates fMRI activation foci detection as a sensor-array signal processing problem and converts hypotheses tests of the univariate approach to a computer vision approach. It first creates multiple independent, identical sub-images and then uses a covariance matrix to characterize the multivariate Gaussian environment. Not only it utilizes the voxel intensities but also their spatio-temporal relationships. It achieves computer speed superiority over the existing methods. Results obtained by using simulated images, phantom images, and real fMRI data are included. The theoretical and experimental results obtained by using this approach were in good agreement. !20
机译:摘要:功能磁共振成像(fMRI)是分析局部大脑活动的一种手段。它由多元高斯概率分布(在空间中)和时间序列(在时间中)进行统计建模。但是,当前使用的分析方法采用单变量方法。即,体素之间的空间关系被忽略。本文提出了一种多元分析方法。它将fMRI激活焦点检测公式化为传感器阵列信号处理问题,并将单变量方法的假设检验转换为计算机视觉方法。它首先创建多个独立的,相同的子图像,然后使用协方差矩阵来表征多元高斯环境。它不仅利用体素强度,而且还利用了它们的时空关系。与现有方法相比,它在计算机速度方面具有优势。包括通过使用模拟图像,体模图像和真实fMRI数据获得的结果。通过这种方法获得的理论和实验结果吻合良好。 !20

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