脑成像遗传学的深度自重构稀疏典型相关分析

Meiling Wang, Wei Shao, Shuo Huang, Daoqiang Zhang
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引用次数: 2

摘要

脑成像遗传学是一个新兴的研究领域,旨在通过不同的成像方式来探索大脑结构和功能的潜在遗传结构。稀疏典型相关分析(SCCA)作为一种双多元脑成像遗传学技术,具有识别复杂的多snp -多qt关联的良好能力。然而,对于目前大多数SCCA脑成像遗传学,在计算准确的双多元关系和选择相关特征方面存在三个主要挑战,即非线性、高维(跨越90个大脑区域之间的所有4005个网络边缘)和少量受试者。我们提出了一种新的深度自重建稀疏典型相关分析(DS-SCCA)来解决脑成像遗传学问题中的上述挑战。具体来说,我们采用深度网络,即多层非线性变换的堆叠作为核函数,学习自重构矩阵,重构网络顶层的原始数据。模型参数采用参数化方法、增广拉格朗日法和随机梯度下降法进行迭代学习。在ADNI数据集上的实验结果表明,我们的方法产生了改进的交叉验证性能和具有生物学意义的结果。
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Deep Self-Reconstruction Sparse Canonical Correlation Analysis For Brain Imaging Genetics
Brain imaging genetics is an emerging research field to explore the underlying genetic architecture of brain structure and function measured by different imaging modalities. As a bi-multivariate technique for brain imaging genetics, sparse canonical correlation analysis (SCCA) has the good ability to identify complex multi-SNP-multi-QT associations. However, for most current brain imaging genetics with SCCA, there exist three main challenges for calculating accurate bi-multivariate relationships and selecting relevant features, i.e., nonlinearity, high-dimensionality (across all 4005 network edges between 90 brain regions), and a small number of subjects. We propose a novel deep self-reconstruction sparse canonical correlation analysis (DS-SCCA) for solving mentioned challenges in brain imaging genetics problems. Specifically, we employ deep network, i.e., multiple stacked layers of nonlinear transformation, as the kernel function, and learn the self-reconstruction matrix to reconstruct the original data at the top layer of the network. The parameters of our model are iteratively learned using parametric approach, augmented Lagrange method, and stochastic gradient descent for optimization. Experimental results on ADNI dataset are given to demonstrate that our method produces improved cross-validation performances and biologically meaningful results.
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