Dual self-paced multi-view clustering

By utilizing the complementary information from multiple views, multi-view clustering (MVC) algorithms typically achieve much better clustering performance than conventional single-view methods. Although in this field, great progresses have been made in past few years, most existing multi-view clust...

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Veröffentlicht in:Neural networks 2021-08, Vol.140, p.184-192
Hauptverfasser: Huang, Zongmo, Ren, Yazhou, Pu, Xiaorong, Pan, Lili, Yao, Dezhong, Yu, Guoxian
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container_end_page 192
container_issue
container_start_page 184
container_title Neural networks
container_volume 140
creator Huang, Zongmo
Ren, Yazhou
Pu, Xiaorong
Pan, Lili
Yao, Dezhong
Yu, Guoxian
description By utilizing the complementary information from multiple views, multi-view clustering (MVC) algorithms typically achieve much better clustering performance than conventional single-view methods. Although in this field, great progresses have been made in past few years, most existing multi-view clustering methods still suffer the following shortcomings: (1) most MVC methods are non-convex and thus are easily stuck into suboptimal local minima; (2) the effectiveness of these methods is sensitive to the existence of noises or outliers; and (3) the qualities of different features and views are usually ignored, which can also influence the clustering result. To address these issues, we propose dual self-paced multi-view clustering (DSMVC) in this paper. Specifically, DSMVC takes advantage of self-paced learning to tackle the non-convex issue. By applying a soft-weighting scheme of self-paced learning for instances, the negative impact caused by noises and outliers can be significantly reduced. Moreover, to alleviate the feature and view quality issues, we develop a novel feature selection approach in a self-paced manner and a weighting term for views. Experimental results on real-world data sets demonstrate the effectiveness of the proposed method.
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subjects Feature selection
Multi-view clustering
Self-paced learning
Soft-weighting
title Dual self-paced multi-view clustering
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