不同张量编码组合在微观结构参数估计中的比较

M. Afzali, C. Tax, C. Chatziantoniou, Derek K. Jones
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引用次数: 7

摘要

磁共振弥散加权成像是一种研究脑白质微观结构的无创工具。它提供了估计室间扩散参数的信息。一些文献研究表明,使用传统的线性扩散编码(Stejskal-Tanner脉冲梯度自旋回波)估计参数存在简并性。人们提出了多种策略来解决简并问题,然而,尚不清楚这些方法是否能完全解决问题。其中一种方法是b张量编码。在以往的研究中,为了保证估计的稳定性,采用了线性球面张量编码(LTE+STE)和线性平面张量编码(LTE+PTE)相结合的方法。在本文中,我们比较了使用不同的b-张量编码组合拟合两室模型的结果。对线性-球面(LTE+STE)、线性-平面(LTE+PTE)、平面-球面(PTE+STE)和线性-平面-球面(LTE+PTE+STE)四种不同组合进行了比较。结果表明,与单一张量编码相比,组合张量编码的参数估计偏差更小,精度更高。
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Comparison of Different Tensor Encoding Combinations in Microstructural Parameter Estimation
Diffusion-weighted magnetic resonance imaging is a noninvasive tool to investigate the brain white matter microstructure. It provides the information to estimate the compartmental diffusion parameters. Several studies in the literature have shown that there is degeneracy in the estimated parameters using traditional linear diffusion encoding (Stejskal-Tanner pulsed gradient spin echo). Multiple strategies have been proposed to solve degeneracy, however, it is not clear if those methods would completely solve the problem. One of the approaches is b-tensor encoding. The combination of linear-spherical tensor encoding (LTE+STE) and linear-planar (LTE+PTE) have been utilized to make the estimations stable in the previous works. In this paper, we compare the results of fitting a two-compartment model using different combinations of b-tensor encoding. The four different combinations linear-spherical (LTE+STE), linear-planar (LTE+PTE), planar-spherical (PTE+STE) and linear-planar-spherical (LTE+PTE+STE) have been compared. The results show that the combination of tensor encodings leads to lower bias and higher precision in the parameter estimates than single tensor encoding.
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