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Spatial Similarity-Aware Learning and Fused Deep Polynomial Network for Detection of Obsessive-Compulsive Disorder

机译:空间相似度感知学习和融合深层多项式网络,用于检测强迫症

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Hereditary mental illness (e.g., obsessive-compulsive disorder (OCD)) shall reduce the quality of daily life of patients. To detect OCD objectively, sparse learning is an effective method for constructing a brain functional connectivity network (BFCN) since it can remove redundant information in the data and retain valuable biological characteristics. However, the spatial relationship between adjacent or bilaterally symmetric brain regions in each subject is ignored by most existing methods. To address this limitation, a spatial similarity aware learning is proposed in this work to construct BFCNs. Specifically, a smoothing regulariza-tion term is devised to constrain the model via embracing the spatial relationship between brain regions. To further learn the informative feature and reduce feature dimension of a BFCN, we leverage a new fused deep polynomial network (FDPN) framework via stacking a multi-layer deep polynomial network (DPN) model, where a weighting scheme is used to fuse features from different output layers. FDPN can learn the high-level discriminative features of BFCN to reduce the feature dimensionality. By fusing the traditional machine learning and deep learning strategies, our proposed method can achieve promising performance to distinguish OCD and unaffected first-degree relatives (UFDRs) using the imaging data collected in the local hospital. The experimental results demonstrate that our method outperforms the state-of-the-art competing methods.
机译:遗传精神疾病(例如强迫症(OCD))应降低患者日常生活的质量。为了客观地检测OCD,稀疏学习是构建大脑功能连接网络(BFCN)的有效方法,因为它可以去除数据中的冗余信息并保留有价值的生物学特性。然而,通过现有方法忽略每个受试者中相邻或双侧对称脑区域之间的空间关系。为了解决这个限制,在这项工作中提出了一种空间相似性感知学习来构建BFCN。具体地,设计了平滑的规则提词,通过拥抱大脑区域之间的空间关系来限制模型。为了进一步学习信息性功能并减少BFCN的特征维度,我们通过堆叠多层深度多项式网络(DPN)模型来利用新的融合深度多项式网络(FDPN)框架,其中加权方案用于熔断器的功能不同的输出层。 FDPN可以了解BFCN的高级鉴别特征,以减少特征维度。通过融合传统的机器学习和深度学习策略,我们所提出的方法可以使用在当地医院中收集的成像数据来区分OCD和不受影响的一级亲属(UFDR)的有希望的性能。实验结果表明,我们的方法优于最先进的竞争方法。

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