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【论文速递】From Natural Language to Exact Cover: A Neuro-Symbolic Approach to Zebra Puzzles

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华人空间新闻 新手上路 周二 11月 03, 2026 8:00 am #1
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英文标题:From Natural Language to Exact Cover: A Neuro-Symbolic Approach to Zebra Puzzles arXiv编号:2611.03641 作者:Paulius Skaisgiris, Thomas Pammer, Veronik…
【论文速递】From Natural Language to Exact Cover: A Neuro-Symbolic Approach to Zebra Puzzles

英文标题:From Natural Language to Exact Cover: A Neuro-Symbolic Approach to Zebra Puzzles

arXiv编号:2611.03641
作者:Paulius Skaisgiris, Thomas Pammer, Veronika Semmelrock
来源:arXiv
原文链接:https://arxiv.org/abs/2611.03641

中文摘要:
Chain-of-Thought (CoT) generation has substantially improved the performance of Large Language Models (LLMs) on complex reasoning tasks, including code generation, data analysis, and exam-style question answering. Despite these advances, purely neural LLMs continue to struggle with elementary logical reasoning problems and lack the determinism, soundness, and reliability characteristic of symbolic reasoning systems. Conversely, classical symbolic methods such as SAT solving and exact cover guarantee correctness and completeness, but require problems to be expressed in highly specialized formal encodings, limiting their applicability to natural language inputs. In this work, we present a synergistic neuro-symbolic framework that bridges this gap by combining neural semantic parsing with deterministic exact cover reasoning. Given a Zebra-style logic puzzle in natural language, an LLM translates entities and constraints into structured tool calls that construct an exact cover instance. A symbolic solver then computes the solution and provides feedback to iteratively refine invalid, under- or overconstrained encodings, exploiting the uniqueness property of Zebra puzzles. We conduct a comprehensive empirical evaluation across multiple parameter scales, post-training paradigms, and LLM families. The results demonstrate that our hybrid approach consistently outperforms strong plain neural baselines, including CoT prompting, as well as recent neuro-symbolic methods.

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