DVPO: Distributional Value Modeling-based Policy Optimization for LLM Post-Training

Fuente: arXiv
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Auteurs principaux: Zhu, Dingwei, Xi, Zhiheng, Dou, Shihan, Wang, Yuhui, Li, Sixian, Ye, Junjie, Guo, Honglin, Liu, Shichun, Huang, Chenhao, Yang, Yajie, Shang, Junlin, Jin, Senjie, Zhang, Ming, Zhang, Jiazheng, Huang, Caishuang, Zhang, Yunke, Wang, Yuran, Gui, Tao
Format: Preprint
Publié: 2025
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author Zhu, Dingwei
Xi, Zhiheng
Dou, Shihan
Wang, Yuhui
Li, Sixian
Ye, Junjie
Guo, Honglin
Liu, Shichun
Huang, Chenhao
Yang, Yajie
Shang, Junlin
Jin, Senjie
Zhang, Ming
Zhang, Jiazheng
Huang, Caishuang
Zhang, Yunke
Wang, Yuran
Gui, Tao
author_facet Zhu, Dingwei
Xi, Zhiheng
Dou, Shihan
Wang, Yuhui
Li, Sixian
Ye, Junjie
Guo, Honglin
Liu, Shichun
Huang, Chenhao
Yang, Yajie
Shang, Junlin
Jin, Senjie
Zhang, Ming
Zhang, Jiazheng
Huang, Caishuang
Zhang, Yunke
Wang, Yuran
Gui, Tao
contents Reinforcement learning (RL) has shown strong performance in LLM post-training, but real-world deployment often involves noisy or incomplete supervision. In such settings, complex and unreliable supervision signals can destabilize training and harm generalization. While existing approaches such as worst-case optimization (e.g., RFQI, CQL) and mean-based methods (e.g., PPO, GRPO) can improve stability, they often overlook generalization and may produce overly conservative policies, leading to uneven performance across diverse real scenarios. To this end, we introduce DVPO (Distributional Value Modeling with Risk-aware Policy Optimization), a new RL framework that combines conditional risk theory with distributional value modeling to better balance robustness and generalization. DVPO learns token-level value distributions to provide fine-grained supervision, and applies an asymmetric risk regularization to shape the distribution tails: it contracts the lower tail to dampen noisy negative deviations, while expanding the upper tail to preserve exploratory diversity. Across extensive experiments and analysis in multi-turn dialogue, math reasoning, and scientific QA, DVPO consistently outperforms PPO, GRPO, and robust Bellman-based PPO under noisy supervision, showing its potential for LLM post-training in the real-world.
format Preprint
id arxiv_https___arxiv_org_abs_2512_03847
institution arXiv
publishDate 2025
record_format arxiv
spellingShingle DVPO: Distributional Value Modeling-based Policy Optimization for LLM Post-Training
Zhu, Dingwei
Xi, Zhiheng
Dou, Shihan
Wang, Yuhui
Li, Sixian
Ye, Junjie
Guo, Honglin
Liu, Shichun
Huang, Chenhao
Yang, Yajie
Shang, Junlin
Jin, Senjie
Zhang, Ming
Zhang, Jiazheng
Huang, Caishuang
Zhang, Yunke
Wang, Yuran
Gui, Tao
Machine Learning
Artificial Intelligence
Reinforcement learning (RL) has shown strong performance in LLM post-training, but real-world deployment often involves noisy or incomplete supervision. In such settings, complex and unreliable supervision signals can destabilize training and harm generalization. While existing approaches such as worst-case optimization (e.g., RFQI, CQL) and mean-based methods (e.g., PPO, GRPO) can improve stability, they often overlook generalization and may produce overly conservative policies, leading to uneven performance across diverse real scenarios. To this end, we introduce DVPO (Distributional Value Modeling with Risk-aware Policy Optimization), a new RL framework that combines conditional risk theory with distributional value modeling to better balance robustness and generalization. DVPO learns token-level value distributions to provide fine-grained supervision, and applies an asymmetric risk regularization to shape the distribution tails: it contracts the lower tail to dampen noisy negative deviations, while expanding the upper tail to preserve exploratory diversity. Across extensive experiments and analysis in multi-turn dialogue, math reasoning, and scientific QA, DVPO consistently outperforms PPO, GRPO, and robust Bellman-based PPO under noisy supervision, showing its potential for LLM post-training in the real-world.
title DVPO: Distributional Value Modeling-based Policy Optimization for LLM Post-Training
topic Machine Learning
Artificial Intelligence
url https://arxiv.org/abs/2512.03847