ICRL: Learning to Internalize Self-Critique with Reinforcement Learning

TL;DR

ICRL introduces a reinforcement learning framework enabling language models to internalize self-critique, leading to improved performance without external feedback across reasoning tasks.

Contribution

The paper presents a novel joint training method for solvers and critics, improving model self-improvement and critique internalization using shared backbones and new stabilization techniques.

Findings

Achieved 6.4 and 7.0 point improvements on agentic and mathematical reasoning tasks.

Learned 8B critic performs comparably to 32B critics with fewer tokens.

Demonstrated consistent performance gains across diverse benchmarks.

Abstract

Large language model-based agents make mistakes, yet critique can often guide the same model toward correct behavior. However, when critique is removed, the model may fail again on the same query, indicating that it has not internalized the critique's guidance into its underlying capability. Meanwhile, a frozen critic cannot improve its feedback quality over time, limiting the potential for iterative self-improvement. To address this, we propose learning to internalize self-critique with reinforcement learning(ICRL), a novel framework that jointly trains a solver and a critic from a shared backbone to convert critique-induced success into unassisted solver ability. The critic is rewarded based on the solver's subsequent performance gain, incentivizing actionable feedback. To address the distribution shift between critique-conditioned and critique-free behavior, ICRL introduces a distribution-calibration re-weighting ratio that selectively transfers critique-guided improvements compatible with the solver's own prompt distribution. Additionally, a role-wise group advantage estimation stabilizes joint optimization across the two roles. Together, these mechanisms ensure that the solver learns to improve itself without external critique, rather than becoming dependent on critique-conditioned behavior. We evaluate ICRL on diverse benchmarks spanning agentic and mathematical reasoning tasks, using Qwen3-4B and Qwen3-8B as backbones. Results show consistent improvements, with average gains of 6.4 points over GRPO on agentic tasks, and 7.0 points on mathematical reasoning. Notably, the learned 8B critic is comparable to 32B critics while using substantially fewer tokens. The code is available at https://github.com/brick-pid/ICRL.