让大模型能回头纠错,用动态修正证据提升问答准确率
Retrieval-Augmented Generation by Evidence Retroactivity in LLMs
- 引入可回溯的推理机制,边答边修正证据链
- 在多个基准测试中超越现有方法,显著提升答案可靠性
- 适合需要高精度推理的复杂问答场景
检索增强生成因能整合外部知识而受到广泛关注,有助于提升大模型回答的准确性和可靠性。现有方法多采用动态多步检索-生成流程,通过分解多跳复杂问题为子问题来应对。然而,这些方法依赖单向前向推理范式,若推理步骤不足或检索系统存在缺陷,错误无法纠正,可能导致整个推理链偏离方向。本文首次提出回溯式检索增强生成(RetroRAG),构建一种回溯推理范式。RetroRAG通过修订和更新证据,引导推理链回到正确路径。其构建了证据整合与发现框架,从已有知识中合成与问题关键实体相关的推断证据,并生成搜索查询以获取更多信息。当发现新证据时,RetroRAG持续更新并组织信息,增强定位必要信息的能力。配合回答生成器迭代生成与评估输出,直至获得可靠答案。实证评估显示,RetroRAG显著优于现有方法。
原文摘要 · Abstract (English)
Retrieval-augmented generation has gained significant attention due to its ability to integrate relevant external knowledge, enhancing the accuracy and reliability of the LLMs' responses. Most of the existing methods apply a dynamic multiple retrieval-generating process, to address multi-hop complex questions by decomposing them into sub-problems. However, these methods rely on an unidirectional forward reasoning paradigm, where errors from insufficient reasoning steps or inherent flaws in current retrieval systems are irreversible, potentially derailing the entire reasoning chain. For the first time, this work introduces Retroactive Retrieval-Augmented Generation (RetroRAG), a novel framework to build a retroactive reasoning paradigm. RetroRAG revises and updates the evidence, redirecting the reasoning chain to the correct direction. RetroRAG constructs an evidence-collation-discovery framework to search, generate, and refine credible evidence. It synthesizes inferential evidence related to the key entities in the question from the existing source knowledge and formulates search queries to uncover additional information. As new evidence is found, RetroRAG continually updates and organizes this information, enhancing its ability to locate further necessary evidence. Paired with an Answerer to generate and evaluate outputs, RetroRAG is capable of refining its reasoning process iteratively until a reliable answer is obtained. Empirical evaluations show that RetroRAG significantly outperforms existing methods.
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