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Robust anisotropic diffusion to produce clear statistical parametric map from noisy fMRI

机译:强大的各向异性扩散可从嘈杂的功能磁共振成像中产生清晰的统计参数图

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Functional magnetic resonance imaging (fMRI) uses MRI to noninvasively map areas of increased neuronal activity in human brain without the use of an exogenous contrast agent. Low signal-to-noise ratio of fMRI images makes it necessary to use sophisticated image processing techniques, such as statistical parametric map (SPM), to detect activated brain areas. This paper presents a new technique to obtain clear SPM from noisy fMRI data. It is based on the robust anisotropic diffusion. A direct application of the anisotropic diffusion to fMRI does not work, mainly due to the lack of sharp boundaries between activated and non-activated regions. To overcome this difficulty, we propose to calculate SPM from noisy fMRI, compute diffusion coefficients in the SPM space, and then perform the diffusion in fMRI images using the coefficients previously computed. These steps are iterated until the convergence. Experimental results using the new technique yielded surprisingly sharp and noiseless SPMs.
机译:功能磁共振成像(fMRI)使用MRI来无创地绘制人脑中神经元活动增加的区域,而无需使用外源性造影剂。 fMRI图像的低信噪比使得必须使用复杂的图像处理技术(例如统计参数图(SPM))来检测激活的大脑区域。本文提出了一种从嘈杂的fMRI数据中获得清晰的SPM的新技术。它基于鲁棒的各向异性扩散。将各向异性扩散直接应用于fMRI无效,这主要是由于在激活区域和未激活区域之间缺少清晰的边界。为了克服这个困难,我们建议从嘈杂的fMRI计算SPM,计算SPM空间中的扩散系数,然后使用先前计算的系数在fMRI图像中进行扩散。重复这些步骤,直到收敛为止。使用该新技术的实验结果产生了令人惊讶的清晰且无噪音的SPM。

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