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Convex Non-negative Spherical Factorization of Multi-Shell Diffusion-Weighted Images

机译:多壳扩散加权图像的凸非负球形分解

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Diffusion-weighted imaging (DWI) allows to probe tissue mi-crostructure non-invasively and study healthy and diseased white matter (WM) in vivo. Yet, less research has focussed on modelling grey matter (GM), cerebrospinal fluid (CSF) and other tissues. Here, we introduce a fully data-driven approach to spherical deconvolution, based on convex non-negative matrix factorization. Our approach decomposes multi-shell DWI data, represented in the basis of spherical harmonics, into tissue-specific orientation distribution functions and corresponding response functions. We evaluate the proposed method in phantom simulations and in vivo brain images, and demonstrate its ability to reconstruct WM, GM and CSF, unsupervised and solely relying on DWI.
机译:扩散加权成像(DWI)可以无创地探测组织的微结构,并在体内研究健康和患病的白质(WM)。但是,很少有研究集中在对灰质(GM),脑脊液(CSF)和其他组织进行建模上。在这里,我们介绍一种基于凸非负矩阵分解的完全数据驱动的球面反卷积方法。我们的方法将以球谐函数为基础的多壳DWI数据分解为组织特定的方向分布函数和相应的响应函数。我们在幻像模拟和体内脑图像中评估了所提出的方法,并证明了其在无监督且仅依靠DWI的情况下重建WM,GM和CSF的能力。

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