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ConeE: Global and local context-enhanced embedding for inductive knowledge graph completion

delete2024-07-01
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PRE
AI
J
Jingchao Wang
W
Weimin Li *
刘方方 封面图
刘方方 (Fangfang Liu)
Z
Zhenhai Wang
A
Alex Munyole Luvembe
Q
Qun Jin
潘
潘全科 (Quan-Ke Pan)
F
Fangyu Liu
DOI:10.1016/j.eswa.2023.123116delete
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摘要

摘要

En 中文
Knowledge graph completion (KGC) aims at completing missing information in knowledge graphs (KGs). Most previous works work well in the transductive setting, but are not applicable in the inductive setting, i.e., test entities can be unseen during training. Recently proposed methods obtain inductive ability by learning logic rules from subgraphs. However, all these works only consider the structural information of subgraphs while ignoring the rich contextual semantic information underlying KGs, which tends to lead to a sub-optimal embedding result. Furthermore, they tend to perform poorly when the subgraphs are sparse. To address these problems, we propose a global and local Context-enhanced Embedding network, ConeE, which can fully utilize local and global contextual information to enhance embedding representations through the following two components. (1) The global context modeling module (GCMM) is a semi-parametric coarse-grained global semantic extractor, which can effectively extract global context-based semantic information via a BERT-based context encoder and a semantic fusion network (SFN), and adopts a novel contrastive learning-based sampling strategy to optimize semantic features. Furthermore, a scoring network is designed to evaluate the confidence of triplets from the perspective of both the triplet facts and the reasoning path to improve the accuracy of prediction. (2) The local context modeling module (LCMM) employs an interactive graph neural network (IGNN) to extract local topological features from subgraphs, and applies mutual information maximization (MIM) to subgraph modeling to capture more local features. Experiments on benchmark datasets show that ConeE significantly outperforms existing state-of-the-art methods.
Keyword:
Knowledge graph
Embedding representation
Relation prediction
Graph neural network

期刊

Expert Systems with Applications 封面图
Expert Systems with Applications
IF:
7.5
论文数:
3.0W
被引数:
10.2W

机构

W
Waseda University
学者数:
1.0W
论文数: 8.7K
被引数: 8.3K
L
linyi university
学者数:
4.4K
论文数: 3.2K
被引数: 62
S
shanghai university
学者数:
3.9W
论文数: 2.7W
被引数: 52
C
chinese academy of sciences
学者数:
56.7W
论文数: 45.0W
被引数: 704
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