Reinforcement Learning with Promising Tokens for Large Language Models
Jing-Cheng Pang, Liang Lu, Xian Tang, Kun Jiang, Sijie Wu, Kai Zhang, Xubin Li
TL;DR
RLPT addresses the large action space in RL for LLMs by constraining policy optimization to a dynamic set of promising tokens identified from the base model's priors. This token-masking approach reduces gradient variance and stabilizes training, yielding better sample efficiency while preserving linguistic coherence. Empirical results across mathematical reasoning, coding, and telecom tasks show consistent gains over strong baselines and across model sizes, with theoretical justification for variance reduction. The method offers a practical, model-agnostic pathway to more efficient RL for LLMs and invites future work on adaptive, context-driven token selection.
Abstract
Reinforcement learning (RL) has emerged as a key paradigm for aligning and optimizing large language models (LLMs). Standard approaches treat the LLM as the policy and apply RL directly over the full vocabulary space. However, this formulation includes the massive tail of contextually irrelevant tokens in the action space, which could distract the policy from focusing on decision-making among the truly reasonable tokens. In this work, we verify that valid reasoning paths could inherently concentrate within a low-rank subspace. Based on this insight, we introduce Reinforcement Learning with Promising Tokens (RLPT), a framework that mitigates the action space issue by decoupling strategic decision-making from token generation. Specifically, RLPT leverages the semantic priors of the base model to identify a dynamic set of \emph{promising tokens} and constrains policy optimization exclusively to this refined subset via masking. Theoretical analysis and empirical results demonstrate that RLPT effectively reduces gradient variance, stabilizes the training process, and improves sample efficiency. Experiment results on math, coding, and telecom reasoning show that RLPT outperforms standard RL baselines and integrates effectively across various model sizes (4B and 8B) and RL algorithms (GRPO and DAPO).
