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Low-Rank Tensor Completion Based on Self-Adaptive Learnable Transforms.

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    This study introduces the Self-Adaptive Learnable Transform (SALT) framework for tensor completion. SALTS adaptively learns transformations to exploit low-rank structures, significantly improving accuracy in tensor recovery tasks.

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    Area of Science:

    • Tensor decomposition and analysis
    • Machine learning for data recovery
    • Signal and image processing

    Background:

    • Tensor nuclear norm (TNN) methods are useful for low-rank tensor recovery but rely on fixed or data-independent transformations.
    • These limitations prevent adaptive exploitation of inherent low-rank structures within tensor data.

    Purpose of the Study:

    • To propose a novel framework, Self-Adaptive Learnable Transform (SALT), for learning optimal transformations from tensor data.
    • To generalize SALT to SALTS, enabling adaptive exploitation of low-rank structures across all tensor dimensions.
    • To enhance tensor completion accuracy by adaptively uncovering underlying tensor structures.

    Main Methods:

    • Developed the Self-Adaptive Learnable Transform (SALT) framework to learn a transformation matrix from tensor data.
    • Utilized the Schatten-p quasi-norm as a rank proxy to induce a lower average-rank tensor via a lossless transformation.
    • Generalized SALT to SALTS, learning three simultaneous self-adaptive transformation matrices for multi-directional low-rank structure exploitation.
    • Proposed a unified optimization framework using the alternating direction multiplier method and proved its weak convergence.

    Main Results:

    • SALTS demonstrates superior accuracy in tensor completion compared to existing methods across diverse datasets (HSI, color video, MRI, COIL-20).
    • The adaptive nature of SALTS effectively exploits potential low-rank structures in multiple directions.
    • The proposed optimization algorithm ensures theoretical convergence properties.

    Conclusions:

    • SALTS provides a powerful and adaptive approach for low-rank tensor recovery, outperforming traditional TNN-based methods.
    • The framework's ability to learn transformations tailored to specific tensor data unlocks new potential in various applications.
    • SALTS represents a significant advancement in adaptive tensor decomposition and completion techniques.