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Main Authors: Zhang, Feng, Tan, Zezhong, Ma, Xinhong, Dong, Ziqiang, Leng, Xi, Zhao, Jianfei, Sun, Xin, Yang, Yang
Format: Preprint
Published: 2025
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Online Access:https://arxiv.org/abs/2512.13095
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author Zhang, Feng
Tan, Zezhong
Ma, Xinhong
Dong, Ziqiang
Leng, Xi
Zhao, Jianfei
Sun, Xin
Yang, Yang
author_facet Zhang, Feng
Tan, Zezhong
Ma, Xinhong
Dong, Ziqiang
Leng, Xi
Zhao, Jianfei
Sun, Xin
Yang, Yang
contents To address the limited capability expansion and low sample efficiency of Reinforcement Learning (RL), recent methods have integrated ''hints'' into post-training, which are prefix segments of complete reasoning trajectories, aiming for powerful knowledge expansion and reasoning generalization. However, existing hint-based RL methods often neglect the role of difficulty in the hint-ratio schedule and relative-advantage estimation, resulting in unstable learning and excessive imitation of off-policy hints. To address this, we propose ADHint, which explicitly integrates difficulty into both processes to achieve a better trade-off between exploration and imitation. Specifically, we propose Adaptive Hint with Sample Difficulty Prior, which evaluates the difficulty of each sample under the current policy to schedule an appropriate hint ratio for rollout generation. Furthermore, we introduce Consistency-based Gradient Modulation alongside Selective Masking for Hint Preservation, which jointly modulate token-level gradients within hints to prevent biased and destructive updates. Additionally, we propose Advantage Estimation with Rollout Difficulty Posterior, which leverages the relative difficulty of rollouts with and without hints to compute their respective advantages, yielding more balanced updates. Extensive experiments across diverse modalities, model scales, model families, and domains demonstrate that ADHint achieves superior reasoning capabilities and out-of-distribution generalization. Code and datasets will be made publicly available upon paper acceptance.
format Preprint
id arxiv_https___arxiv_org_abs_2512_13095
institution arXiv
publishDate 2025
record_format arxiv
spellingShingle ADHint: Adaptive Hints with Difficulty Priors for Reinforcement Learning
Zhang, Feng
Tan, Zezhong
Ma, Xinhong
Dong, Ziqiang
Leng, Xi
Zhao, Jianfei
Sun, Xin
Yang, Yang
Computer Vision and Pattern Recognition
Machine Learning
To address the limited capability expansion and low sample efficiency of Reinforcement Learning (RL), recent methods have integrated ''hints'' into post-training, which are prefix segments of complete reasoning trajectories, aiming for powerful knowledge expansion and reasoning generalization. However, existing hint-based RL methods often neglect the role of difficulty in the hint-ratio schedule and relative-advantage estimation, resulting in unstable learning and excessive imitation of off-policy hints. To address this, we propose ADHint, which explicitly integrates difficulty into both processes to achieve a better trade-off between exploration and imitation. Specifically, we propose Adaptive Hint with Sample Difficulty Prior, which evaluates the difficulty of each sample under the current policy to schedule an appropriate hint ratio for rollout generation. Furthermore, we introduce Consistency-based Gradient Modulation alongside Selective Masking for Hint Preservation, which jointly modulate token-level gradients within hints to prevent biased and destructive updates. Additionally, we propose Advantage Estimation with Rollout Difficulty Posterior, which leverages the relative difficulty of rollouts with and without hints to compute their respective advantages, yielding more balanced updates. Extensive experiments across diverse modalities, model scales, model families, and domains demonstrate that ADHint achieves superior reasoning capabilities and out-of-distribution generalization. Code and datasets will be made publicly available upon paper acceptance.
title ADHint: Adaptive Hints with Difficulty Priors for Reinforcement Learning
topic Computer Vision and Pattern Recognition
Machine Learning
url https://arxiv.org/abs/2512.13095