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This research introduces Woodpecker Distillation, a novel framework where weak models diagnose and repair localized reasoning errors in strong LLMs to improve mathematical performance. The study demonstrates that effective learning comes from distilling the corrective signal reshaped by these interventions rather than simply imitating repaired trajectories. This approach offers a promising direction for enhancing model reliability without requiring full-scale retraining on corrected data.
Woodpecker Distillation: Weak Models Diagnose Reasoning Bugs in Strong Models
arXiv:2608.05168v1 Announce Type: cross Abstract: Large language models often fail on reasoning tasks despite possessing the capability to solve them. We argue that many such failures arise from localized reasoning bugs in intermediate steps rather than from global incompetence. We show that these bugs are frequently repairable: inserting a short patch generated by a weak probe model after the same strong-model reasoning prefix can redirect the trajectory toward a correct solution. However, this corrective effect is not reliably internalized by directly fine-tuning on weak patches or repaired trajectories, suggesting that the useful signal lies not in the intervention text itself, but in how it reshapes the model's future reasoning distribution. We therefore propose Woodpecker Distillation, a weak-to-strong training framework that learns from contrastive local interventions. Our method contrasts successful and unsuccessful weak-model patches at the same prefix, constructs a corrective teacher distribution from their induced future token predictions, and distills this signal into the strong model. Experiments on mathematical reasoning benchmarks show that Woodpecker Distillation consistently improves strong-model performance and outperforms direct imitation baselines.
Abstract:Large language models often fail on reasoning tasks despite possessing the capability to solve them. We argue that many such failures arise from localized reasoning bugs in intermediate steps rather than from global incompetence. We show that these bugs are frequently repairable: inserting a short patch generated by a weak probe model after the same strong-model reasoning prefix can redirect the trajectory toward a correct solution. However, this corrective effect is not reliably internalized by directly fine-tuning on weak patches or repaired trajectories, suggesting that the useful signal lies not in the intervention text itself, but in how it reshapes the model's future reasoning distribution. We therefore propose Woodpecker Distillation, a weak-to-strong training framework that learns from contrastive local interventions. Our method contrasts successful and unsuccessful weak-model patches at the same prefix, constructs a corrective teacher distribution from their induced future token predictions, and distills this signal into the strong model. Experiments on mathematical reasoning benchmarks show that Woodpecker Distillation consistently improves strong-model performance and outperforms direct imitation baselines.
Artificial Intelligence (cs.AI); Computation and Language (cs.CL)
arXiv:2608.05168 [cs.AI]
(or arXiv:2608.05168v1 [cs.AI] for this version)
https://doi.org/10.48550/arXiv.2608.05168 Focus to learn more arXiv-issued DOI via DataCite
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