arXiv:2509.18536cs.CLcs.AI2025-09EMNLP

用自问自答一致性提升小模型推理能力

CCQA: Generating Question from Solution Can Improve Inference-Time Reasoning in SLMs

  • 从推理路径生成问题,选最匹配原问题的答案
  • 在8个模型上超越现有最佳方法,数学与常识推理均提升
  • 轻量级辅助模型支持,适合资源受限场景使用

近期推理时策略提升了大语言模型的准确性,但在小型语言模型(SLMs)上的效果尚不明确。针对传统方法在该场景下表现不佳的问题,我们提出循环一致性问答(CCQA)这一新推理方法,可有效应用于SLMs。受循环一致性启发,CCQA从每个推理路径和答案生成一个问题,通过与原始问题的相似度评估候选解,选择相似度最高的作为最终回答。由于常规SLMs难以准确生成问题,我们采用轻量级Flan-T5模型专门负责问题生成,高效支持该过程。实验结果表明,CCQA在八个模型上持续优于现有最先进方法,在数学与常识推理基准测试中均取得显著提升。此外,本方法为SLMs的高效推理建立了新的实用基线。代码开源:https://github.com/scai-research/ccqa_official。

原文摘要 · Abstract (English)

Recently, inference-time reasoning strategies have further improved the accuracy of large language models (LLMs), but their effectiveness on smaller models remains unclear. Based on the observation that conventional approaches often fail to improve performance in this context, we propose \textbf{C}ycle-\textbf{C}onsistency in \textbf{Q}uestion \textbf{A}nswering (CCQA), a novel reasoning method that can be effectively applied to SLMs. Inspired by cycle consistency, CCQA generates a question from each reasoning path and answer, evaluates each by its similarity to the original question, and then selects the candidate solution with the highest similarity score as the final response. Since conventional SLMs struggle to generate accurate questions from their own reasoning paths and answers, we employ a lightweight Flan-T5 model specialized for question generation to support this process efficiently. From the experimental results, it is verified that CCQA consistently outperforms existing state-of-the-art (SOTA) methods across eight models on mathematical and commonsense reasoning benchmarks. Furthermore, our method establishes a new practical baseline for efficient reasoning in SLMs. Source code can be found at https://github.com/scai-research/ccqa_official.

推理增强小模型问答一致性轻量化

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