Multi-layer manifold learning for deep non-negative matrix factorization-based multi-view clustering
作者:
Highlights:
• An orthogonal deep non-negative matrix factorization (Deep-NMF) framework that aims to learn the non-linear parts-based representation for multi-view data is proposed.
• The T-SNE visualizations of the features learned by the proposed Deep-NMF and its counterpart ascertain the effectiveness of the proposed framework for multi-view clustering.
• The proposed Deep-NMF method learns and incorporates the most consensed manifold for multi-view data in all layers of the multi-layer architecture.
• The objective function is designed to uncover the consensus representation that is unique and encodes both the view-shared, view-specific information for multi-view data.
• Extensive experiments including features visualization, components-based and multi-layer ability analysis, comprehensive examples have been conducted and presented in this work.
摘要
•An orthogonal deep non-negative matrix factorization (Deep-NMF) framework that aims to learn the non-linear parts-based representation for multi-view data is proposed.•The T-SNE visualizations of the features learned by the proposed Deep-NMF and its counterpart ascertain the effectiveness of the proposed framework for multi-view clustering.•The proposed Deep-NMF method learns and incorporates the most consensed manifold for multi-view data in all layers of the multi-layer architecture.•The objective function is designed to uncover the consensus representation that is unique and encodes both the view-shared, view-specific information for multi-view data.•Extensive experiments including features visualization, components-based and multi-layer ability analysis, comprehensive examples have been conducted and presented in this work.
论文关键词:Multi-view data/clustering,Manifold learning,Non-negative Matrix Factorization (NMF),Deep Matrix Factorization (DMF),Deep Non-negative Matrix Factorization (Deep-NMF)
论文评审过程:Received 22 June 2021, Revised 10 May 2022, Accepted 26 May 2022, Available online 27 May 2022, Version of Record 9 June 2022.
论文官网地址:https://doi.org/10.1016/j.patcog.2022.108815