重性抑郁症的结构和功能协方差结构:初级神经影像学分析的元分析结构方程建模方法

Jodie P. Gray , Larry R. Price , Crystal Franklin , Cassandra D. Leonardo , Florence L. Chiang , Ki Sueng Choi , John Blangero , David C. Glahn , Helen S. Mayberg , Peter T. Fox
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引用次数: 0

摘要

重度抑郁症(MDD)的神经影像学研究报告了广泛的疾病导致的大脑结构和功能异常。然而,大量单变量驱动研究的报告是不一致的。本研究的目的是确定是否可以使用多变量测量方法生成基于神经影像学的MDD生物标志物,该标志物可以可靠地将患者与健康对照组区分开来。通过生成MDD的meta分析节点和边缘网络模型,实现MDD的多变量建模,其中疾病影响大脑区域(节点)及其协方差(边缘)通过结构方程建模(SEM)量化。原始数据集的SEM评估和基于体素的形态测量(VBM)分析有助于验证我们的假设,即MDD的多变量分析比大量单变量方法提供更好的信号。我们小组先前发表的基于坐标的meta分析激活/解剖似然估计(CBMA-ALE)报告了受MDD可靠影响的脑区域(节点)及其协方差(边缘)。然后对初级结构(T1)磁共振成像(MRI)数据和静息状态功能磁共振成像(rs-fMRI)数据进行meta分析模型拟合。主要数据集来自先前招募的两个队列。标准化SEM的结果测量(MDD和对照组之间的差异测试)包括:a)模型拟合优度评估,b)个体边缘强度。在异质性MDD患者组中评估SEM测量,随后在MDD患者的7个临床亚组中重新测试。元分析生成的MDD网络模型得到9个节点,区域间有6条边。元分析数据集的模型拟合优度好到例外。初级T1数据中区域抽样灰质密度的模型拟合优度在MDD临床亚组中异常,在临床异质性MDD亚组中较差,在健康对照中较差。对相同T1数据集的VBM分析产生稀疏结果。在区域抽样的原始rs-fMRI中,模型良度不能区分MDD和对照组。这些发现支持了我们的假设,即与大量单变量分析的结果相比,MDD的多变量信号得到了改善,然而这种效果仅在T1数据中可检测到(分组)。MDD患者临床亚组的扫描电镜拟合优度的提高支持了我们的假设,即MDD患者的临床异质性可检测到神经影像学效应。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Structural and functional covariance architecture of major depressive disorder: A meta-analytic structural equation modeling approach to primary neuroimaging analysis
Neuroimaging studies of major depressive disorder (MDD) report widespread disease-attributed abnormalities of brain structure and function. However, reports from mass univariate-driven studies are inconsistent. The objective of this study was to determine if a neuroimaging-based biomarker of MDD, which can reliably distinguish patients from healthy controls, can be generated using multivariate measures. Multivariate modeling of MDD was achieved through generation of a meta-analytic node-and-edge network model of MDD in which disease impacted brain regions (nodes) and their covariances (edges) were quantified with structural equation modeling (SEM). SEM assessment and voxel-based morphometry (VBM) analysis in primary datasets served to test our hypothesis that multivariate analyses of MDD provide improved signal over mass univariate methods. Brain areas reliably impacted by MDD (nodes) and their covariances (edges) were informed by previously published coordinate-based meta-analysis activation/anatomical likelihood estimation (CBMA-ALE) by our group. Meta-analytic model was then fit in primary structural (T1) magnetic resonance imaging (MRI) data and resting-state functional MRI (rs-fMRI) data. Primary datasets were derived from two previously recruited cohorts. Outcome measures (testing for differences between MDD and controls) from standardized SEM included: a) model goodness of fit assessment, and b) individual edge strength. SEM measures were assessed in heterogeneous MDD patient groups, and subsequently re-tested in 7 clinical subgroups of MDD patients. Meta-analytically generated MDD network model yielded 9 nodes with 6 edges among the regions. Model goodness of fit in meta-analytic datasets were good to exceptional. Model goodness of fit in regionally sampled gray matter density in primary T1 data was exceptional in clinical subgroups of MDD, poor in clinically heterogeneous subgroups of MDD, and poor in healthy control subjects. VBM analysis of the same T1 datasets yielded sparse results. Model goodness did not distinguish MDD from controls in regionally sampled primary rs-fMRI. These findings support our hypothesis of improved multivariate signal in MDD compared to findings derived from mass univariate analyses, however this effect was only detectable in T1 data (groupwise). Improved SEM goodness of fit in clinical subgroups of MDD patients supports our hypothesis of detectable neuroimaging effects of clinical heterogeneity in MDD.
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