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Novel Multi-Tensor Estimation for High-Resolution Diffusion Tensor Magnetic Resonance Imaging

机译:高分辨率扩散张量磁共振成像的新型多张量估计

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The estimation of diffusion tensors in diffusion tensor imaging (DTI) is based on the assumption that each voxel is homogeneous and can be represented by a single tensor. As a result, estimation errors arise particularly in voxels with partial voluming of white matter or gray matter with cerebrospinal fluid (CSF) and voxels where fibers cross. Several authors have explored the possibility of solving for multiple tensors. Several authors analyzed the problem from the point of view of the number of unknowns and concluded that the solution is rather difficult due to the large number of unknowns and the nonlinearity of the equations. However, their approach was only helpful in eliminating some of the sources of artifacts in the DTI data but offered only a qualitative description of the model components. We implemented three strategies gradient, Differentiation and exhaustive algorithms to solve and compare between their estimations at various conditions of signal to noise ratios (SNR).
机译:扩散张量成像(DTI)中扩散张量的估计基于以下假设:每个体素是均匀的,并且可以由单个张量表示。结果,估计误差尤其出现在具有脑脊髓液(CSF)的部分白质或灰质体积的体素以及纤维交叉处的体素中。一些作者探讨了求解多个张量的可能性。几位作者从未知数的角度分析了该问题,并得出结论,由于未知数众多和方程的非线性,解决方案相当困难。但是,他们的方法仅有助于消除DTI数据中某些伪像的来源,而仅提供了模型组件的定性描述。我们实施了三种策略梯度,微分和穷举算法,以解决和比较在各种信噪比(SNR)条件下它们的估计。

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