arXiv:2611.04814v1 Announce Type: new
Abstract: Large reasoning models achieve strong performance on challenging tasks, but their long chain-of-thought often incurs substantial inference costs by continuing to deliberate after sufficient information has been obtained. Existing reasoning compression methods primarily operate on reasoning trajectories, paying less attention to the local decision of whether further reasoning is necessary given the current state. We propose LoCo, a local preference learning method for reasoning compression. LoCo detects candidate overthinking states from the model's own traces, freezes the corresponding reasoning prefixes, regenerates shorter verified continuations from the same states, and trains on the resulting state-conditioned preference pairs with DPO. This formulation teaches the model when to continue reasoning and when to conclude, rather than simply encouraging shorter trajectories overall. We construct training data entirely from self-generated mathematical traces and evaluate LoCo on five mathematical and three code generation benchmarks. LoCo reduces completion length by 41.7\%--45.4\% on mathematics and 23.4\%--36.3\% on code, while maintaining or improving accuracy and achieving the best AUC across all code benchmarks. LoCo consistently improves the accuracy-efficiency trade-off on mathematics and transfers effectively to code generation despite math-only training, demonstrating the cross-domain generality of local preference learning for reasoning compression. The code and model will be publicly released at https://github.com/MuyaoYuan/LoCo.
arxiv
LoCo: Local Preference Learning for Reasoning Compression
LoCo is a new method that reduces the inference cost of large reasoning models by learning when to stop reasoning. It detects overthinking states, regenerates shorter verified continuations, and trains with DPO on state-conditioned preference pairs. On math and code benchmarks, LoCo cuts completion length by up to 45% while maintaining or improving accuracy, and transfers from math to code.
This paper presents a concrete, novel technique with strong empirical results and cross-domain generalization, offering practical value for reducing AI inference costs.
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