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弥散磁共振成像纤维追踪偏差的校正:对结构连接组学指标的影响。

Correction for diffusion MRI fibre tracking biases: The consequences for structural connectomic metrics.

机构信息

Florey Institute of Neuroscience and Mental Health, Melbourne, Victoria, Australia.

Florey Institute of Neuroscience and Mental Health, Melbourne, Victoria, Australia.

出版信息

Neuroimage. 2016 Nov 15;142:150-162. doi: 10.1016/j.neuroimage.2016.05.047. Epub 2016 May 20.

Abstract

Diffusion MRI streamlines tractography has become a major technique for inferring structural networks through reconstruction of brain connectome. However, quantification of structural connectivity based on the number of streamlines interconnecting brain grey matter regions is known to be problematic in a number of aspects, such as the ill-posed nature of streamlines terminations and the non-quantitative nature of streamline counts. This study investigates the effects of state-of-the-art connectome construction methods on the subsequent analyses of structural brain networks using graph theoretical approaches. Our results demonstrate that the characteristics of structural connectivity, including connectome variability, global network metrics, small-world attributes and network hubs, alter significantly following the improvement in biological accuracy of streamlines tractograms provided by anatomically-constrained tractography (ACT) and spherical-deconvolution informed filtering of tractograms (SIFT). Importantly, the commonly-used correction for connection density based on scaling the contribution of each streamline to the connectome by its inverse length is shown to provide incomplete correction, highlighting the necessity for the use of advanced tractogram reconstruction techniques in structural connectomics research.

摘要

扩散 MRI 轨迹追踪已成为通过重建脑连接组来推断结构网络的主要技术。然而,基于连接大脑灰质区域的轨迹数量来量化结构连接在多个方面存在问题,例如轨迹终点的不适定性和轨迹计数的非定量性质。本研究调查了最先进的连接组构建方法对使用图论方法分析结构脑网络的后续分析的影响。我们的结果表明,结构连接的特征,包括连接组可变性、全局网络指标、小世界属性和网络枢纽,在通过解剖约束轨迹追踪 (ACT) 和轨迹的球型去卷积信息滤波 (SIFT) 提高轨迹追踪的生物准确性后,会发生显著变化。重要的是,基于通过轨迹的倒数长度对连接组中每条轨迹的贡献进行缩放来校正连接密度的常用方法被证明是不完全的,这突出了在结构连接组学研究中使用先进的轨迹追踪重建技术的必要性。

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