局部保持监督微调:基于多模态熵结构的优化方法 / LP-SFT: Local-Preserving Supervised Fine-Tuning via Multimodal Entropy Structure
1️⃣ 一句话总结
本文提出一种名为LP-SFT的新型监督微调方法,通过保留预训练语言模型中自然存在的多模态熵结构(即模型对多种可能续写的概率分布模式),在适配下游任务时有效防止模型原有能力的退化,并在保持采样多样性的同时提升准确率。
Supervised fine-tuning (SFT) is the standard approach for adapting pretrained language models to downstream domains, yet it often improves target-domain behavior at the cost of degrading pre-existing capabilities. Standard cross-entropy fine-tuning promotes only the observed label token and leaves unconstrained how probability mass is redistributed over other plausible alternatives, potentially distorting the rich local preference structure learned during pretraining. We first analyze next-token predictions using Shannon and Renyi entropies, revealing that pretrained models exhibit a regular multimodal entropy structure. These entropy peaks correspond to varying numbers of plausible alternatives, indicating that the base model intrinsically encodes rich distributional knowledge beyond the single supervised token. Motivated by this observation, we propose LP-SFT, a Local-Preserving Supervised Fine-Tuning objective designed to explicitly protect this inherent entropy structure. At each step, LP-SFT constructs an adaptive support of alternative tokens and applies a locally normalized preservation loss to maintain the base model's relative structure among them, while standard cross-entropy independently optimizes the supervised token. Across mixed-domain and single-domain fine-tuning experiments, LP-SFT improves overall performance over vanilla SFT and recent SFT-enhancement baselines, achieving the best balance between pass@1 accuracy and pass@k performance. These results suggest that local preservation helps mitigate capability degradation without collapsing sampling-accessible diversity.
局部保持监督微调:基于多模态熵结构的优化方法 / LP-SFT: Local-Preserving Supervised Fine-Tuning via Multimodal Entropy Structure
本文提出一种名为LP-SFT的新型监督微调方法,通过保留预训练语言模型中自然存在的多模态熵结构(即模型对多种可能续写的概率分布模式),在适配下游任务时有效防止模型原有能力的退化,并在保持采样多样性的同时提升准确率。
源自 arXiv: 2607.04733