Logic Diffusion for Knowledge Graph Reasoning
Xiaoying Xie Biao Gong Yiliang Lv Zhen Han Guoshuai Zhao Xueming Qian
Most recent works focus on answering first order logical queries to explore
the knowledge graph reasoning via multi-hop logic predictions. However,
existing reasoning models are limited by the circumscribed logical paradigms of
training samples, which leads to a weak generalization of unseen logic. To
address these issues, we propose a plug-in module called Logic Diffusion (LoD)
to discover unseen queries from surroundings and achieves dynamical equilibrium
between different kinds of patterns. The basic idea of LoD is relation
diffusion and sampling sub-logic by random walking as well as a special
training mechanism called gradient adaption. Besides, LoD is accompanied by a
novel loss function to further achieve the robust logical diffusion when facing
noisy data in training or testing sets. Extensive experiments on four public
datasets demonstrate the superiority of mainstream knowledge graph reasoning
models with LoD over state-of-the-art. Moreover, our ablation study proves the
general effectiveness of LoD on the noise-rich knowledge graph.