HFT: Half Fine-Tuning for Large Language Models
Tingfeng Hui, Zhenyu Zhang, Shuohuan Wang, Weiran Xu, Yu Sun, Hua Wu
TL;DR
Catastrophic forgetting during sequential fine-tuning of large language models is a critical bottleneck. The authors propose Half Fine-Tuning (HFT), freezing half of the parameters ($p=0.5$) and updating the rest, with a theoretical framing as masked optimization and a regularization term. Empirically, HFT alleviates forgetting across SFT, DPO, and continual learning, preserves basic knowledge while enabling new abilities, and yields substantial training-time savings (~$30 ext{ extpercent}$). The approach requires no architectural changes and is easily integrated into existing fine-tuning pipelines, offering a practical path for scalable continual tuning of large models.
Abstract
Large language models (LLMs) with one or more fine-tuning phases have become a necessary step to unlock various capabilities, enabling LLMs to follow natural language instructions or align with human preferences. However, it carries the risk of catastrophic forgetting during sequential training, the parametric knowledge or the ability learned in previous stages may be overwhelmed by incoming training data. In this paper, we find that by regularly resetting partial parameters, LLMs can restore some of the original knowledge. Inspired by this, we introduce Half Fine-Tuning (HFT) for LLMs, as a substitute for full fine-tuning (FFT), to mitigate the forgetting issues, where half of the parameters are selected to learn new tasks while the other half are frozen to remain previous knowledge. We provide a feasibility analysis from the perspective of optimization and interpret the parameter selection operation as a regularization term. Without changing the model architecture, HFT could be seamlessly integrated into existing fine-tuning frameworks. Extensive experiments and analysis on supervised fine-tuning, direct preference optimization, and continual learning consistently demonstrate the effectiveness, robustness, and efficiency of HFT. Compared with FFT, HFT not only significantly alleviates the forgetting problem, but also achieves the best performance in a series of downstream benchmarks, with an approximately 30% reduction in training time.
