arXiv:2607.19996cs.AI2026-07

用知识图谱和规则学习实现可自适应推理的分类模型

CLARK: Closed-loop Learning for Adaptive Reasoning over Knowledge Graphs

论文配图:CLARK: Closed-loop Learning for Adaptive Reasoning over Knowledge Graphs
图 1 · 摘自论文原文
  • 基于知识图谱与逻辑程序构建可迭代优化的推理框架
  • 在两个医疗数据集上提升分类性能并增强泛化能力
  • 适合需要可解释性与动态适应性的知识驱动场景

机器学习模型虽广泛用于分类任务,但面对数据分布变化时性能下降,且难以融入先验知识。为此,我们提出CLARK(基于知识图谱的闭环自适应推理框架),融合知识图谱、符号规则挖掘与概率推理,采用逻辑程序与马尔可夫逻辑网络(LP$^{ ext{MLN}}$)形式化。从CACTUS生成的知识图谱出发,将图结构转换为LP$^{ ext{MLN}}$程序,并由符号学习器提出候选规则,通过概率权重学习进行校准,实现不确定条件下的推理并反哺图结构优化。在两个医学数据集上的评估显示,该方法显著提升分类准确率与推理泛化能力。整体上,CLARK为构建可自适应、可解释、知识驱动的分类模型提供了系统性方案。

原文摘要 · Abstract (English)

Machine Learning models are widely used for automating classification tasks by extracting statistical patterns from data. However, their performance deteriorates if the data distribution changes, making them ill-suited to handle uncertain and evolving information. Moreover, they provide limited support for integrating prior knowledge. To address these limitations, we present CLARK (Closed-loop Learning for Adaptive Reasoning over Knowledge Graphs), a framework that integrates knowledge graphs, symbolic rule mining, and probabilistic reasoning under the Logic Programs with Markov Logic Networks (LP$^{\text{MLN}}$) formalism. Starting from CACTUS-derived KGs, CLARK translates graph structure into an LP$^{\text{MLN}}$ program and iteratively enriches it with candidate rules proposed by symbolic learners. These rules are calibrated through probabilistic weight learning, enabling reasoning under uncertainty and refinement of the underlying graph structure. We evaluate CLARK on two medical datasets, analysing both rule quality and downstream classification performance. Results demonstrate that CLARK leads to improved classification performance and more generalisable inference. Overall, CLARK provides a principled approach to constructing adaptive, interpretable, knowledge-driven models for classification.

知识图谱自适应推理逻辑程序

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