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Robust geo-sparse and graph-fusion tensor learning for incomplete multi-view clustering

  • Runzong Dong
  • , Jize Xue
  • , Yongqiang Zhao
  • , Tongle Wu
  • , Ying Liu
  • , Jonathan Cheung Wai Chan
  • Xi'an Institute of Posts and Telecommunications
  • Pennsylvania State University
  • Vrije Universiteit Brussel

Research output: Contribution to journalArticlepeer-review

Abstract

Incomplete multi-view clustering (IMC) arises in many real-world scenarios with missing views, in which the available views provide complementary information for clustering. A key challenge is to recover reliable similarity structure from incomplete multi-view observations under low paired rates (i.e., high missing rates). In this study, we propose a tensor learning framework, termed Robust Geo-Sparse and Graph-Fusion Tensor Learning (RG2F-TL), which jointly leverages within-view structural regularities and cross-view complementarity to infer a more reliable similarity matrix. Specifically, RG2F-TL integrates a Geometry-Conforming Sparse Gradient (GCSG) prior with a graph fusion strategy on a third-order tensor constructed by stacking view-specific similarity matrices. The sparse gradient prior promotes block-sparse and piecewise-smooth patterns along mode-1 and mode-2, while encouraging cross-view consistency along mode-3. To model the prior, we use a Laplace scale mixture (LSM) formulation, supported by distribution-fitting results on real-world datasets. Additionally, we employ joint spectral embedding to fuse view-specific graphs into a unified representation for clustering under low paired rates. Extensive experiments on both synthetic and real-world datasets demonstrate that the proposed method consistently improves clustering performance under low paired rates compared with widely used IMC baselines.

Original languageEnglish
Article number104716
JournalInformation Fusion
Volume138
DOIs
StatePublished - Feb 2027

Keywords

  • Geometry-conforming prior
  • Graph fusion
  • Laplace scale mixture
  • Robust multi-view clustering
  • Tensor learning

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