Novel Effective Connectivity Network Inference for MCI Identification.

Yang Li, Hao Yang, Ke Li, Pew-Thian Yap, Minjeong Kim, Chong-Yaw Wee, Dinggang Shen
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引用次数: 4

Abstract

Inferring effective brain connectivity network is a challenging task owing to perplexing noise effects, the curse of dimensionality, and inter-subject variability. However, most existing network inference methods are based on correlation analysis and consider the datum points individually, revealing limited information of the neuron interactions and ignoring the relations amongst the derivatives of the data. Hence, we proposed a novel ultra group-constrained sparse linear regression model for effective connectivity inference. This model utilizes not only the discrepancy between observed signals and the model prediction, but also the discrepancy between the associated weak derivatives of the observed and the model signals for a more accurate effective connectivity inference. What's more, a group constraint is applied to minimize the inter-subject variability and the proposed modeling was validated on a mild cognitive impairment dataset with superior results achieved.

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一种用于MCI识别的新型有效连接网络推理。
由于复杂的噪声效应、维度的诅咒和主体间的可变性,推断有效的大脑连接网络是一项具有挑战性的任务。然而,现有的大多数网络推理方法都是基于相关性分析,单独考虑基准点,揭示了神经元相互作用的有限信息,忽略了数据导数之间的关系。因此,我们提出了一种新的超群约束稀疏线性回归模型,用于有效的连通性推理。该模型不仅利用了观测信号与模型预测之间的差异,而且利用了观测信号与模型信号的关联弱导数之间的差异来进行更准确的有效连通性推断。此外,采用群体约束最小化受试者之间的差异,并在轻度认知障碍数据集上验证了所提出的模型,取得了较好的结果。
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