🤖 AI Summary
High memory overhead of optimizers like Adam severely limits the scalability of large language model (LLM) training.
Method: This paper introduces Gradient Wavelet Transform (GWT), the first approach to apply wavelet analysis to gradient compression—departing from conventional low-rank approximation paradigms. GWT achieves efficient gradient sparsification and optimizer state compression while preserving the update rank, and is fully compatible with standard optimizers (e.g., Adam) without modifying training procedures or model architectures; it natively supports distributed training.
Contribution/Results: On both pretraining and fine-tuning tasks, GWT reduces GPU memory consumption by 42%–68% over full-precision Adam while maintaining equivalent model performance. It significantly outperforms existing memory-efficient optimizers, achieving state-of-the-art (SOTA) results in memory-accuracy trade-off.
📝 Abstract
Large language models (LLMs) have shown impressive performance across a range of natural language processing tasks. However, their vast number of parameters introduces significant memory challenges during training, particularly when using memory-intensive optimizers like Adam. Existing memory-efficient algorithms often rely on techniques such as singular value decomposition projection or weight freezing. While these approaches help alleviate memory constraints, they generally produce suboptimal results compared to full-rank updates. In this paper, we investigate the memory-efficient method beyond low-rank training, proposing a novel solution called Gradient Wavelet Transform (GWT), which applies wavelet transforms to gradients in order to significantly reduce the memory requirements for maintaining optimizer states. We demonstrate that GWT can be seamlessly integrated with memory-intensive optimizers, enabling efficient training without sacrificing performance. Through extensive experiments on both pre-training and fine-tuning tasks, we show that GWT achieves state-of-the-art performance compared with advanced memory-efficient optimizers and full-rank approaches in terms of both memory usage and training performance.