JOURNAL ARTICLE

Tensor-Based Uncoupled and Incomplete Multi-View Clustering

Yapeng LiuWei GuoWeiyu LiJingfeng SuQ. ZhouShanshan Yu

Year: 2025 Journal:   Mathematics Vol: 13 (9)Pages: 1516-1516   Publisher: Multidisciplinary Digital Publishing Institute

Abstract

Multi-view clustering demonstrates strong performance in various real-world applications. However, real-world data often contain incomplete and uncoupled views. Missing views can lead to the loss of latent information, and uncoupled views create obstacles for cross-view learning. Existing methods rarely consider incomplete and uncoupled multi-view data simultaneously. To address these problems, a novel method called Tensor-based Uncoupled and Incomplete Multi-view Clustering (TUIMC) is proposed to effectively handle incomplete and uncoupled data. Specifically, the proposed method recovers missing samples in a low-dimensional feature space. Subsequently, the self-representation matrices are paired with the optimal views through permutation matrices. The coupled self-representation matrices are integrated into a third-order tensor to explore high-order information of multi-view data. An efficient algorithm is designed to solve the proposed model. Experimental results on five widely used benchmark datasets show that the proposed method exhibits superior clustering performance on incomplete and uncoupled multi-view data.

Keywords:
Cluster analysis Tensor (intrinsic definition) Representation (politics) Computer science Benchmark (surveying) Permutation (music) Feature (linguistics) Data mining Artificial intelligence Algorithm Pattern recognition (psychology) Mathematics

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Topics

Face and Expression Recognition
Physical Sciences →  Computer Science →  Computer Vision and Pattern Recognition
Video Surveillance and Tracking Methods
Physical Sciences →  Computer Science →  Computer Vision and Pattern Recognition
Tensor decomposition and applications
Physical Sciences →  Mathematics →  Computational Mathematics

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