Jul 2026· International Journal of Data Science and Analysis· Vol 22· 0 citations· 50 references
Computer Science
TL;DR
The maximum entropy non-negative matrix factorization (MENMF) is proposed to adjust the distance relationship of latent feature representation extracted by NMF from two aspects of enhancing the correlation of neighboring points and reducing the correlation of separated points, so as to restore the local geometric structure of the data.
A pairwise co-regularization mechanism is introduced to capture cross-view structural correlations by measuring the similarity between view-specific coefficient matrices and a stochastic acceleration strategy is incorporated to expedite convergence.
A novel multi-view clustering model based on non-negative tensor factorization (NTF), which employs multi-level fusion (both data-level and decision-level) to achieve view-consistent labels for multi-view data is proposed.
Quan-Xue Gao, Rui Wang, Jing Li et al.· IEEE Transactions on Pattern...· 0 citations
This work develops efficient algorithms based on the difference-of-convex function algorithm (DCA) and the alternating direction method of multipliers (ADMM) to enhance sparsity and identifiability of the learned factors in separable nonnegative matrix factorization.
NMF-LAB provides a unified, probabilistic, and scalable framework for classification based on nonnegative matrix factorization, which gives rise to two complementary designs that emphasize feature-level interpretability and competitive predictive accuracy.
Kenichi Satoh· Japanese Journal of Statisti...· 0 citations
This paper proposes a feature-graph-guided adaptive Log-L2,1 sparse NMF with anchor dual graphs under a logarithmic framework that jointly integrate sample structure preservation, feature structure preservation, and feature-aware sparse learning within a unified graph-NMF model.
Quanrun Li, Tao Ma, Fangchen Xu et al.· Mathematics· 0 citations
A graph regularized non-negative bi-level form of triple decomposition (GNBTD) model based on TriD that can extract the low-dimensional part-based representations while maintaining geometrical information from high-dimensional tensor data is proposed.
Qi-Long Liu, Qingshui Liao· Journal of Optimization Theo...· 0 citations
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