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Improvement of flexible design matrix in sparse Bayesian learning for multi task fMRI data analysis

机译:多任务FMRI数据分析改进稀疏贝叶斯学习中灵活设计矩阵

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Detecting the active regions of the brain during cognitive functions is one of the important problems in cognitive neuroscience and disorder diagnosis. One of the promising approaches to solve this problem is to use General Linear Model (GLM) in functional Magnetic Resonance Imaging (fMRI) data. The main difficulty of the GLM method is to determine a flexible design matrix to model mentioned problem appropriately. In this paper, an approach to the critical construction of a flexible design matrix for precise detection of active regions of the brain, according to response in synthetic fMRI data based on GLM is presented. Should the design matrix is accurate, the next detection algorithm can extract a correct response from a very low signal to noise ratio (SNR); therefore, the presented design matrix is flexible to eschew over fitting and capture unfamiliar slow drifts. Using a sparse Bayesian learning method, some specific regressors are selected for flexible design matrix. Results show clearly prominent performance of suggested algorithm rather than conventional t-test methods and other conventional Bayesian analysis of fMRI data.
机译:在认知功能期间检测大脑的活动区域是认知神经科学和病症诊断中的重要问题之一。解决这个问题的有希望的方法之一是在功能磁共振成像(FMRI)数据中使用一般线性模型(GLM)。 GLM方法的主要难度是确定柔性设计矩阵以适当地提到模拟问题。本文介绍了一种对柔性设计矩阵的临界结构的方法,用于提出了基于GLM的合成FMRI数据的响应的脑大脑的精确检测大脑的精确检测。如果设计矩阵准确,则下一个检测算法可以从非常低的信噪比(SNR)中提取正确的响应;因此,所示的设计矩阵是灵活的,以避开拟合并捕获不熟悉的慢漂移。使用稀疏的贝叶斯学习方法,选择一些特定的回归器用于灵活的设计矩阵。结果表明,建议算法而不是传统的T检验方法和其他传统的FMRI数据分析。

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