用知识图谱约束大模型,让论文推理更深入且可控。
SciNets: Graph-Constrained Multi-Hop Reasoning for Scientific Literature Synthesis
- 构建文献概念图,通过多跳路径连接分散的科学解释。
- 深度推理提升多样性但降低稳定性,最短路径最可靠。
- 适合需要可解释、可控制推理的科研合成任务。
跨领域科学综述需连接碎片化文献中的机制解释,现有检索系统与无约束语言模型难以掌控推理深度与结构依据。本文将机制综述建模为基于文献生成的概念图上的图约束多跳推理问题。给定科学查询和局部语料,SciNets 构建有向概念图,并通过识别跨论文罕见共现概念间的多跳路径来合成机制解释。系统比较了最短路径、带多样性约束的k最短路径、随机游走及检索增强语言模型基线。不以正确性评估(因跨源关联难以判定),而是引入行为框架,量化符号推理深度、机制多样性与接地稳定性。在机器学习、生物和气候科学任务中,显式图约束实现可控多跳推理,揭示一致权衡:更深更广的符号推理提升多样性但加剧接地不稳,最短路径稳定但结构保守。该研究为当前图-大模型融合在科学综述中的能力边界提供系统性行为刻画。
原文摘要 · Abstract (English)
Cross-domain scientific synthesis requires connecting mechanistic explanations across fragmented literature, a capability that remains challenging for both retrieval-based systems and unconstrained language models. While recent work has applied large language models to scientific summarization and question answering, these approaches provide limited control over reasoning depth and structural grounding. We frame mechanistic synthesis as a graph-constrained multi-hop reasoning problem over literature-derived concept graphs. Given a scientific query and a compact, query-local corpus, SciNets constructs a directed concept graph and synthesizes mechanistic explanations by identifying multi-hop reasoning paths that connect concepts that rarely co-occur within individual papers. We systematically compare shortest-path reasoning, k-shortest paths with diversity constraints, stochastic random walks, and a retrieval-augmented language model baseline. Rather than evaluating correctness, which is often indeterminate when synthesizing connections across distributed sources, we introduce a behavioral framework that measures symbolic reasoning depth, mechanistic diversity, and grounding stability. Across machine learning, biology, and climate science tasks, explicit graph constraints enable controllable multi-hop reasoning while revealing a consistent trade-off: deeper and more diverse symbolic reasoning increases grounding instability, whereas shortest-path reasoning remains highly stable but structurally conservative. These findings provide a systematic behavioral characterization of the limits and capabilities of current graph-LLM integration for scientific synthesis.
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