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Harnessing Orthogonality to Train Low-Rank Neural Networks
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This study explores the learning dynamics of neural networks by analyzing the singular value decomposition (SVD) of their weights throughout training. Our investigation reveals that an orthogonal basis within each multidimensional weight's SVD representation stabilizes during training. Building upon this, we introduce Orthogonality-Informed Adaptive Low-Rank (OIALR) training, a novel training method exploiting the intrinsic orthogonality of neural networks. OIALR seamlessly integrates into existing training workflows with minimal accuracy loss, as demonstrated by benchmarking on various datasets and well-established network architectures. With appropriate hyperparameter tuning, OIALR can surpass conventional training setups, including those of state-of-the-art models.
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Cited by 1 Pith paper
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On Information Geometry and Iterative Optimization in Model Compression: Operator Factorization
Compression methods can be seen as information projections, and iterative soft rank reduction, not the projection choice, dominates performance after fine-tuning, with a convergence proof for iterative singular value ...
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