Dual contrastive learning for multi-view clustering

Abstract

Self-representation subspace clustering, based on the self-representation property of linear subspaces, has demonstrated superior performance in subspace clustering. However, many existing methods learn self-representation in the embedding space, which fails to accurately capture the clustering structure of the data. Additionally, in the data embedding process, only the shared features among clusters are removed, and the discriminative features that distinguish different clusters cannot be effectively selected. To address these limitations, we propose a contrastive learning-based self-representation subspace clustering method named Multi-view Contrastive Subspace Clustering (MCSC). This method integrates feature selection and self-representation learning into a unified framework. It learns a shared self-representation coefficient in both the embedding space and the original space using contrastive learning, which allows for a more accurate description of the linear relationship between samples and a better depiction of the inter-sample structure simultaneously. Moreover, we employ the ℓ1,2-norm for feature selection, which eliminates shared redundancies while preserving important features specific to each cluster, making the samples more distinguishable. Extensive experiments on six datasets verify the validity of our proposed model.