ExpRL:利用探索性强化学习进行LLM中间训练

ExpRL: Exploratory RL for LLM Mid-Training

精选理由

这篇论文用参考答案做奖励支架,让模型自己探索推理路径,数学推理效果超过了SFT和GRPO,想提升推理能力的可以看看。

AI 摘要

ExpRL提出一种自动化方法,通过基于强化学习的中间训练来提升LLM推理能力。该方法不直接模仿参考解决方案,而是将其作为奖励支架,利用LLM裁判对比策略生成的推理轨迹与参考解,给出稠密奖励。在具有挑战性的数学推理任务上,ExpRL相比SFT、稀疏奖励GRPO和自蒸馏方法,能提供更强的RL初始化和更好的最终性能。此外,混合领域实验表明ExpRL可扩展至数学以外的场景。

原文 · arXiv cs.LG

ExpRL: Exploratory RL for LLM Mid-Training

Sparse reward reinforcement learning (RL) has become a standard tool for improving LLM reasoning, but its success depends critically on the coverage present in the base model. In practice, models are often primed for RL through \emph{mid-training} on curated reasoning traces that teach useful primitive skills such as decomposition, verification, or self-correction. Although effective, this strategy requires manually specifying what the model should learn, and it remains unclear whether such primitive coverage is enough for much harder problems, which require combining these skills into broader solution strategies. We study a more automated approach: \emph{RL-based mid-training} using large corpora of human-written question-answer data. Rather than treating reference solutions as targets to imitate, our method, ExpRL, uses them as \emph{reward scaffolds}: references are hidden from the policy and used only to construct problem-specific grading rubrics for judging on-policy reasoning traces. The policy samples from the original problem prompt, while an LLM judge compares the sampled reasoning trace against the reference solution and assigns outcome-level or process-level dense rewards. This lets ExpRL reinforce partial progress, useful intermediate reductions, and productive reasoning behaviors that sparse final-answer rewards often fail to upweight. On challenging math reasoning tasks, ExpRL yields stronger RL priming than SFT, sparse-reward GRPO, and self-distillation, and provides a better initialization for subsequent sparse-reward RL. Additional mixed-domain experiments further suggest that ExpRL can extend beyond the original math-only setting.