Learning matrix factorization with scalable distance metric and regularizer

Published: 2023, Last Modified: 07 Nov 2025Neural Networks 2023EveryoneRevisionsBibTeXCC BY-SA 4.0
Abstract: Highlights•Propose a learnable method to approximate several popular matrix factorizations.•Construct an easy-built end-to-end architecture for low-rank learning.•Provide a new perspective for computing hierarchical low-rank matrix factors.•Validate its superiority to matrix factorizations and deep clustering approaches.
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