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Scale-Distribution Decoupling: Enabling Stable and Effective Training of Large Language Models
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abstract
Training stability is a persistent challenge in the pre-training of large language models (LLMs), particularly for architectures such as Post-Norm Transformers, which are prone to gradient explosion and dissipation. In this paper, we propose Scale-Distribution Decoupling (SDD), a novel approach that stabilizes training by explicitly decoupling the scale and distribution of the weight matrix in fully-connected layers. SDD applies a normalization mechanism to regulate activations and a learnable scaling vector to maintain well-conditioned gradients, effectively preventing $\textbf{gradient explosion and dissipation}$. This separation improves optimization efficiency, particularly in deep networks, by ensuring stable gradient propagation. Experimental results demonstrate that our method stabilizes training across various LLM architectures and outperforms existing techniques in different normalization configurations. Furthermore, the proposed method is lightweight and compatible with existing frameworks, making it a practical solution for stabilizing LLM training. Code is available at https://github.com/kaihemo/SDD.
Forward citations
Cited by 2 Pith papers
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Adaptive Preconditioners Trigger Loss Spikes in Adam
Loss spikes in Adam occur when its second-moment memory decays faster than gradients grow, briefly removing the adaptive brake; a single Hessian-vector product along the gradient direction can flag the onset.
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Weight-norm Criticality: A Mechanism for Loss Spikes Induced by the Normalization and Weight Decay
Weight decay on scale-invariant weights creates a norm-dependent sharpness boundary; crossing it predicts loss spikes in normalized networks.
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