2017
DOI: 10.1007/978-3-319-67389-9_20
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Inter-subject Similarity Guided Brain Network Modeling for MCI Diagnosis

Abstract: Sparse representation-based brain network modeling, although popular, often results in relatively large inter-subject variability in network structures. This inevitably makes it difficult for inter-subject comparison, thus eventually deteriorating the generalization capability of personalized disease diagnosis. Accordingly, group sparse representation has been proposed to alleviate such limitation by jointly estimating connectivity weights for all subjects. However, the constructed brain networks based on this… Show more

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Cited by 5 publications
(1 citation statement)
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“…This is unfavorable for subsequent classification, as it will increase within‐group variability and make between‐group separation more difficult. Group sparse representation (GSR) is put forward to address this problem by jointly estimating non‐zero connections across all subjects (Wee, Yap, Zhang, Wang, & Shen, ; Zhang, Zhang, Chen, Liu, Zhu, & Shen, ). It encourages the derived connectivity networks to have similar topological structures across all the subjects through a l 2, 1 ‐norm regularizer, as formulated in Equation (7), where Wi=[],,,,wi1wimwiM denotes the regional one‐to‐all PC‐derived FC profiles of the i th ROI for all M subjects and λ controls the extent of group sparsity. minboldWim=1M()12ximboldXimwim22+λWi2,1 …”
Section: Methodsmentioning
confidence: 99%
“…This is unfavorable for subsequent classification, as it will increase within‐group variability and make between‐group separation more difficult. Group sparse representation (GSR) is put forward to address this problem by jointly estimating non‐zero connections across all subjects (Wee, Yap, Zhang, Wang, & Shen, ; Zhang, Zhang, Chen, Liu, Zhu, & Shen, ). It encourages the derived connectivity networks to have similar topological structures across all the subjects through a l 2, 1 ‐norm regularizer, as formulated in Equation (7), where Wi=[],,,,wi1wimwiM denotes the regional one‐to‐all PC‐derived FC profiles of the i th ROI for all M subjects and λ controls the extent of group sparsity. minboldWim=1M()12ximboldXimwim22+λWi2,1 …”
Section: Methodsmentioning
confidence: 99%