arXiv:2510.16302cs.AIcs.IR2025-10中稿 · ICML

提出双轨知识图谱验证框架,提升多跳问答的准确率与效率。

DTKG: Dual-Track Knowledge Graph-Verified Reasoning Framework for Multi-Hop QA

  • 双轨设计:并行验证与链式推理分别处理不同类型的多跳问题。
  • 在HotpotQA和2WikiMultiHop数据集上,准确率分别提升4.3%和3.7%。
  • 适合需要高精度多步推理的问答系统开发者使用。

多跳问答(QA)在现代大语言模型(LLMs)的检索增强生成(RAG)中至关重要。通过从知识图谱(KG)中检索实体间的关联结构,可获得准确答案。由于内在关系依赖性和推理模式差异,多跳推理可分为两类:一是并行事实验证型,需同时验证多个独立子问题;二是链式推理型,需按顺序进行多步推断,中间结论作为后续推理前提。现有方法仅采用一种技术:基于大模型响应的事实验证或基于知识图谱路径的链路构建。前者擅长并行验证但链式推理表现差,后者链式推理能力强但并行任务易产生冗余路径检索。为此,本文提出新型双轨知识图谱验证与推理框架DTKG,受认知科学中的双过程理论启发。DTKG包含两个阶段:分类阶段和分支处理阶段,实现对不同类型多跳问题的精准适配。

原文摘要 · Abstract (English)

Multi-hop reasoning for question answering (QA) plays a critical role in retrieval-augmented generation (RAG) for modern large language models (LLMs). The accurate answer can be obtained through retrieving relational structure of entities from knowledge graph (KG). Regarding the inherent relation-dependency and reasoning pattern, multi-hop reasoning can be in general classified into two categories: i) parallel fact-verification multi-hop reasoning question, i.e., requiring simultaneous verifications of multiple independent sub-questions; and ii) chained multi-hop reasoning questions, i.e., demanding sequential multi-step inference with intermediate conclusions serving as essential premises for subsequent reasoning. Currently, the multi-hop reasoning approaches singly employ one of two techniques: LLM response-based fact verification and KG path-based chain construction. Nevertheless, the former excels at parallel fact-verification but underperforms on chained reasoning tasks, while the latter demonstrates proficiency in chained multi-hop reasoning but suffers from redundant path retrieval when handling parallel fact-verification reasoning. These limitations deteriorate the efficiency and accuracy for multi-hop QA tasks. To address this challenge, we propose a novel dual-track KG verification and reasoning framework DTKG, which is inspired by the Dual Process Theory in cognitive science. Specifically, DTKG comprises two main stages: the Classification Stage and the Branch Processing Stage.

多跳推理知识图谱问答系统

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