Gradient Normalization
Gradient normalization techniques aim to improve the efficiency and stability of training machine learning models by modifying the gradient updates used in optimization algorithms. Current research focuses on developing adaptive normalization methods, such as those integrated into Adam and AdamW optimizers, and analyzing their convergence properties under various smoothness assumptions for both convex and non-convex loss functions. These advancements are significant because they enhance training performance across diverse applications, including image generation, classification, and natural language processing, by addressing challenges like hyperparameter tuning and escaping suboptimal solutions.
Papers
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