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使用自助法分析评估扩散张量成像(DTI)数据质量。

Assessing DTI data quality using bootstrap analysis.

作者信息

Heim S, Hahn K, Sämann P G, Fahrmeir L, Auer D P

机构信息

Research Group NMR, Max Planck Institute of Psychiatry, Munich, Germany.

出版信息

Magn Reson Med. 2004 Sep;52(3):582-9. doi: 10.1002/mrm.20169.

Abstract

Diffusion tensor imaging (DTI) is an established method for characterizing and quantifying ultrastructural brain tissue properties. However, DTI-derived variables are affected by various sources of signal uncertainty. The goal of this study was to establish an objective quality measure for DTI based on the nonparametric bootstrap methodology. The confidence intervals (CIs) of white matter (WM) fractional anisotropy (FA) and Clinear were determined by bootstrap analysis and submitted to histogram analysis. The effects of artificial noising and edge-preserving smoothing, as well as enhanced and reduced motion were studied in healthy volunteers. Gender and age effects on data quality as potential confounds in group comparison studies were analyzed. Additional noising showed a detrimental effect on the mean, peak position, and height of the respective CIs at 10% of the original background noise. Inverse changes reflected data improvement induced by edge-preserving smoothing. Motion-dependent impairment was also well depicted by bootstrap-derived parameters. Moreover, there was a significant gender effect, with females displaying less dispersion (attributable to elevated SNR). In conclusion, the bootstrap procedure is a useful tool for assessing DTI data quality. It is sensitive to both noise and motion effects, and may help to exclude confounding effects in group comparisons.

摘要

扩散张量成像(DTI)是一种用于表征和量化脑超微结构组织特性的既定方法。然而,DTI衍生变量受各种信号不确定性来源的影响。本研究的目的是基于非参数自助法建立一种用于DTI的客观质量度量。通过自助分析确定白质(WM)分数各向异性(FA)和Clinear的置信区间(CI),并进行直方图分析。在健康志愿者中研究了人工加噪和保边平滑以及增强和减少运动的影响。分析了性别和年龄对数据质量的影响,将其作为组间比较研究中潜在的混杂因素。额外加噪在原始背景噪声的10%时对各自CI的均值、峰值位置和高度产生不利影响。相反的变化反映了保边平滑引起的数据改善。与运动相关的损伤也通过自助法衍生的参数得到了很好的描述。此外,存在显著的性别效应,女性的离散度较小(归因于较高的信噪比)。总之,自助法程序是评估DTI数据质量的有用工具。它对噪声和运动效应都很敏感,并且可能有助于在组间比较中排除混杂效应。

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