多模态子空间独立矢量分析在大型多模态神经成像研究中捕捉潜在的子空间结构。

Xinhui Li, Peter Kochunov, Tulay Adali, Rogers F Silva, Vince D Calhoun
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摘要

我们提出了多模态子空间独立向量分析(MSIVA),这是一种通过定义链接和模态特定子空间来捕获多个数据模态中的联合和唯一向量源的方法。特别地,MSIVA能够估计模态内各种大小的独立子空间,以及它们与跨模态的对应子空间的一对一链接。我们将MSIVA与全单峰初始化基线和全多峰初始化基线进行了比较,并在合成和神经成像数据集上评估了具有五种不同子空间结构的所有三种方法。我们首先证明了MSIVA和单峰基线可以在多个合成数据集中从不正确的子空间结构中识别出正确的地面实况子空间结构,而多模态基线在检测高维子空间结构方面失败。然后,我们表明,与单峰基线相比,MSIVA可以更好地捕捉两个大型多模态神经成像数据集中具有最小损失值的潜在子空间结构。我们随后的每子空间规范相关分析(CCA)和大脑表型建模的结果表明,最佳子空间结构的来源与表型测量密切相关,包括年龄、性别和精神分裂症相关影响。我们提出的方法MSIVA可用于从多模式神经成像数据中捕获相关和独特的生物标志物。
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Multimodal subspace independent vector analysis effectively captures the latent relationships between brain structure and function.

A key challenge in neuroscience is to understand the structural and functional relationships of the brain from high-dimensional, multimodal neuroimaging data. While conventional multivariate approaches often simplify statistical assumptions and estimate one-dimensional independent sources shared across modalities, the relationships between true latent sources are likely more complex - statistical dependence may exist within and between modalities, and span one or more dimensions. Here we present Multimodal Subspace Independent Vector Analysis (MSIVA), a methodology to capture both joint and unique vector sources from multiple data modalities by defining both cross-modal and unimodal subspaces with variable dimensions. In particular, MSIVA enables flexible estimation of varying-size independent subspaces within modalities and their one-to-one linkage to corresponding subspaces across modalities. As we demonstrate, a main benefit of MSIVA is the ability to capture subject-level variability at the voxel level within independent subspaces, contrasting with the rigidity of traditional methods that share the same independent components across subjects. We compared MSIVA to a unimodal initialization baseline and a multimodal initialization baseline, and evaluated all three approaches with five candidate subspace structures on both synthetic and neuroimaging datasets. We show that MSIVA successfully identified the ground-truth subspace structures in multiple synthetic datasets, while the multimodal baseline failed to detect high-dimensional subspaces. We then demonstrate that MSIVA better detected the latent subspace structure in two large multimodal neuroimaging datasets including structural MRI (sMRI) and functional MRI (fMRI), compared with the unimodal baseline. From subsequent subspace-specific canonical correlation analysis, brain-phenotype prediction, and voxelwise brain-age delta analysis, our findings suggest that the estimated sources from MSIVA with optimal subspace structure are strongly associated with various phenotype variables, including age, sex, schizophrenia, lifestyle factors, and cognitive functions. Further, we identified modality- and group-specific brain regions related to multiple phenotype measures such as age (e.g., cerebellum, precentral gyrus, and cingulate gyrus in sMRI; occipital lobe and superior frontal gyrus in fMRI), sex (e.g., cerebellum in sMRI, frontal lobe in fMRI, and precuneus in both sMRI and fMRI), schizophrenia (e.g., cerebellum, temporal pole, and frontal operculum cortex in sMRI; occipital pole, lingual gyrus, and precuneus in fMRI), shedding light on phenotypic and neuropsychiatric biomarkers of linked brain structure and function.

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