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One-Way Policy Optimization for Self-Evolving LLMs

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Reinforcement Learning with Verifiable Rewards (RLVR) has become a promising paradigm for scaling reasoning capabilities of Large Language Models (LLMs). However, the sparsity of binary verifier rewards often leads to low efficiency and optimization instability. To stabilize training, existing methods typically impose token-level constraints relative to a reference policy. We identify that such constraints penalize deviations indiscriminately; this can flip verifier-determined direction when the policy attempts to outperform the reference, thereby suppressing gains. To resolve this, we propose One-Way Policy Optimization (OWPO), a method based on the principle of decoupling optimization direction from update magnitude. In OWPO, the verifier dictates the update direction, while the reference policy serves only to adjust the magnitude. Specifically, OWPO applies asymmetric reweighting: it performs Accelerated Alignment for inferior deviations (where the policy lags behind the reference) and Gain Locking for superior deviations (where the policy surpasses the reference). Furthermore, by incorporating iterative reference updates, OWPO creates a ``Ratchet Effect'' that continuously consolidates gains. Experimental results demonstrate that OWPO outperforms strong baselines, including DAPO, OPD, and MOPD, breaking the bottleneck of fixed priors to enable continuous self-evolution without reliance on external reference models.

Shuo Yang, Jinda Lu, Kexin Huang, Chiyu Ma, Shaohang Wei, Yuyang Liu, Guoyin Wang, Jingren Zhou, Li Yuan• 2026

Related benchmarks

TaskDatasetResultRank
Massive Multitask Language UnderstandingMMLU-Pro
Accuracy (MMLU-Pro)67.41
115
Mathematical ReasoningMathematics Benchmarks Average
Pass@151.9
44
Mathematical ReasoningAIME25
Pass@133.54
38
Mathematical Problem SolvingAMC
Pass@178.36
27
General Science Question AnsweringGPQA
Accuracy (GPQA)0.5455
12
Mathematical Problem SolvingAIME 2024
Pass@142.19
12
Mathematical Problem SolvingAIME 2025
Pass@131.67
12
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