融合神经与符号方法,提升知识图谱推理的准确性与可解释性。
Neural-Symbolic Reasoning over Knowledge Graphs: A Survey from a Query Perspective
- 结合深度学习与符号逻辑,增强推理鲁棒性。
- 支持多种查询类型,提升知识图谱理解能力。
- 适合研究知识推理、AI可解释性的学者与工程师。
知识图谱推理在数据挖掘、人工智能、网络及社会科学等领域至关重要。这些图谱作为人类知识的综合库,有助于推断新信息。传统符号推理虽具优势,但在面对数据不完整和噪声时表现不佳。神经符号AI的兴起则实现了深度学习的强健性与符号推理的精确性融合,旨在构建既可解释又通用的AI系统,弥合符号与神经方法之间的鸿沟。此外,大语言模型(LLMs)的出现为知识图谱推理开辟了新路径,实现前所未有的知识提取与合成。本文从查询视角出发,全面综述知识图谱推理,涵盖不同查询类型及神经符号推理分类,并探讨其与大语言模型的创新结合,揭示潜在突破性进展。本综述旨在为数据挖掘、人工智能、网络和社会科学等领域的研究人员与实践者提供当前研究现状与未来方向的深入理解。
原文摘要 · Abstract (English)
Knowledge graph reasoning is pivotal in various domains such as data mining, artificial intelligence, the Web, and social sciences. These knowledge graphs function as comprehensive repositories of human knowledge, facilitating the inference of new information. Traditional symbolic reasoning, despite its strengths, struggles with the challenges posed by incomplete and noisy data within these graphs. In contrast, the rise of Neural Symbolic AI marks a significant advancement, merging the robustness of deep learning with the precision of symbolic reasoning. This integration aims to develop AI systems that are not only highly interpretable and explainable but also versatile, effectively bridging the gap between symbolic and neural methodologies. Additionally, the advent of large language models (LLMs) has opened new frontiers in knowledge graph reasoning, enabling the extraction and synthesis of knowledge in unprecedented ways. This survey offers a thorough review of knowledge graph reasoning, focusing on various query types and the classification of neural symbolic reasoning. Furthermore, it explores the innovative integration of knowledge graph reasoning with large language models, highlighting the potential for groundbreaking advancements. This comprehensive overview is designed to support researchers and practitioners across multiple fields, including data mining, AI, the Web, and social sciences, by providing a detailed understanding of the current landscape and future directions in knowledge graph reasoning.
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