丛丰裕

个人信息Personal Information

教授

博士生导师

硕士生导师

主要任职:人力资源处处长(党委教师工作部部长、党委人才办公室主任)【兼党委组织部副部长】

性别:男

毕业院校:上海交通大学

学位:博士

所在单位:生物医学工程学院

学科:生物医学工程. 信号与信息处理. 模式识别与智能系统

电子邮箱:cong@dlut.edu.cn

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Examining stability of independent component analysis based on coefficient and component matrices for voxel-based morphometry of structural magnetic resonance imaging

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论文类型:期刊论文

发表时间:2018-10-01

发表刊物:COGNITIVE NEURODYNAMICS

收录刊物:PubMed、SCIE

卷号:12

期号:5

页面范围:461-470

ISSN号:1871-4080

关键字:Diabetes; Voxel-based morphometry; Independent component analysis; Back-projection; Montreal cognitive assessment; Stability; Coefficient matrix; Component matrix

摘要:Independent component analysis (ICA) on group-level voxel-based morphometry (VBM) produces the coefficient matrix and the component matrix. The former contains variability among multiple subjects for further statistical analysis, and the latter reveals spatial maps common for all subjects. ICA algorithms converge to local optimization points in practice and the mostly applied stability investigation approach examines the stability of the extracted components. We found that the practically stable components do not guarantee to produce the practically stable coefficients of ICA decomposition for the further statistical analysis. Consequently, we proposed a novel approach including two steps: (1), the stability index for the coefficient matrix and the stability index for the component matrix were examined, respectively; (2) the two indices were multiplied to analyze the stability of ICA decomposition. The proposed approach was used to study the sMRI data of Type II diabetes mellitus group and the healthy control group (HC). Group differences in VBM were found in the superior temporal gyrus. Besides, it was revealed that the VBMs of the region of the HC group were significantly correlated with Montreal Cognitive Assessment (MoCA) describing the level of cognitive disorder. In contrast to the widely applied approach to investigating the stability of the extracted components for ICA decomposition, we proposed to examine the stability of ICA decomposition by fusion the stability of both coefficient matrix and the component matrix. Therefore, the proposed approach can examine the stability of ICA decomposition sufficiently.