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Structured sparsity regularized multiple kernel learning for Alzheimer’s disease diagnosis

机译:结构化稀疏性规范化了多核学习可用于阿尔茨海默氏病的诊断

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摘要

Multimodal data fusion has shown great advantages in uncovering information that could be overlooked by using single modality. In this paper, we consider the integration of high-dimensional multi-modality imaging and genetic data for Alzheimer’s disease (AD) diagnosis. With a focus on taking advantage of both phenotype and genotype information, a novel structured sparsity, defined by ℓ1, p-norm (p > 1), regularized multiple kernel learning method is designed. Specifically, to facilitate structured feature selection and fusion from heterogeneous modalities and also capture feature-wise importance, we represent each feature with a distinct kernel as a basis, followed by grouping the kernels according to modalities. Then, an optimally combined kernel presentation of multimodal features is learned in a data-driven approach. Contrary to the Group Lasso (i.e., ℓ2, 1-norm penalty) which performs sparse group selection, the proposed regularizer enforced on kernel weights is to sparsely select concise feature set within each homogenous group and fuse the heterogeneous feature groups by taking advantage of dense norms. We have evaluated our method using data of subjects from Alzheimer’s Disease Neuroimaging Initiative (ADNI) database. The effectiveness of the method is demonstrated by the clearly improved prediction diagnosis and also the discovered brain regions and SNPs relevant to AD.
机译:多模态数据融合在发现可被单模态忽略的信息方面显示了巨大的优势。在本文中,我们考虑了将高维多模态成像和遗传数据进行整合以诊断阿尔茨海默氏病(AD)。着重于利用表型和基因型信息,设计了一种新颖的结构稀疏度,由by1,p范数(p> 1)定义的正则化多核学习方法。具体来说,为了便于结构化特征选择和从异构模态进行融合,并且还捕获了特征方面的重要性,我们以不同的内核为基础表示每个特征,然后根据模态对内核进行分组。然后,以数据驱动的方法学习了多模式特征的最佳组合内核表示。与执行稀疏组选择的Group Lasso(即ℓ2,1-范数惩罚)相反,所提出的基于核权重的正则化器是在每个同质组中稀疏选择简明特征集并通过利用稠密特征融合异质特征组规范。我们已使用阿尔茨海默氏病神经影像学倡议(ADNI)数据库中受试者的数据评估了我们的方法。通过明显改善的预测诊断以及与AD相关的发现的脑区域和SNP,证明了该方法的有效性。

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