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Analyzing fMRI data based on multi-resolution factorial kriging

机译:基于多分辨率因子克里金法的fMRI数据分析

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Functional magnetic resonance imaging (fMRI) is a harmless technology for studying the human brain functions that has been developed recently. Multi-resolution analysis, which is applied to fMRI, is a new dealing method. In statistical analysis, many statistical algorithms identify whether each pixel is activated by counting the serial time of them dependently, or by taking the spatial relativity of pixels into account. Factorial kriging based on multi-resolution analysis count the spatial relativity of pixels by the serial time of each one. The spatial relativity can be approximated using the orthogonal least square method and standard different scale variation structure models. It counts the spatial relativity among pixels and factorialy analyze the spatial relativity of different scales in order to get the contribution to the main factors of slice pixels in different scales and indicate the activated areas of brain by the given threshold. In the paper, the cross-variograms, cross-covariance, standard variogram structure function and cooperating regional matrixes are studied and the regional factors estimation and identifying parts of brain activated by factorial kriging are carried out. The results give a primary conclusion to prove the validity of the methods.
机译:功能磁共振成像(FMRI)是一种用于研究最近开发的人脑功能的无害技术。应用于FMRI的多分辨率分析是一种新的交易方法。在统计分析中,许多统计算法识别是否通过依赖地计算它们的序列时间,或者通过考虑像素的空间相对性来识别每个像素。基于多分辨率分析的因子克里格通过每个串行时间计算像素的空间相对性。可以使用正交最小二乘法和标准不同刻度变化结构模型来近似空间相对性。它计算像素之间的空间相对性,并分析不同尺度的空间相对性,以便在不同尺度中的切片像素的主要因素得到贡献,并通过给定阈值指示大脑的激活区域。在本文中,研究了交叉变速仪,交叉协方差,标准变速仪结构功能和协作区域矩阵,并进行了因子因素估算和识别因子克里格而激活的脑部部分。结果提供了主要结论,以证明该方法的有效性。

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