CLApr 24, 2024

One Subgraph for All: Efficient Reasoning on Opening Subgraphs for Inductive Knowledge Graph Completion

arXiv:2404.15807v120 citationsh-index: 27IEEE Trans Knowl Data Eng
Originality Incremental advance
AI Analysis

This addresses the problem of reasoning on emerging knowledge graphs with unseen entities for researchers and practitioners in AI, though it appears incremental as it builds on existing subgraph-based approaches.

The paper tackles the inefficiency and entity-dependency issues in inductive knowledge graph completion by proposing a global-local anchor representation method that uses a shared opening subgraph, resulting in improved performance over state-of-the-art methods.

Knowledge Graph Completion (KGC) has garnered massive research interest recently, and most existing methods are designed following a transductive setting where all entities are observed during training. Despite the great progress on the transductive KGC, these methods struggle to conduct reasoning on emerging KGs involving unseen entities. Thus, inductive KGC, which aims to deduce missing links among unseen entities, has become a new trend. Many existing studies transform inductive KGC as a graph classification problem by extracting enclosing subgraphs surrounding each candidate triple. Unfortunately, they still face certain challenges, such as the expensive time consumption caused by the repeat extraction of enclosing subgraphs, and the deficiency of entity-independent feature learning. To address these issues, we propose a global-local anchor representation (GLAR) learning method for inductive KGC. Unlike previous methods that utilize enclosing subgraphs, we extract a shared opening subgraph for all candidates and perform reasoning on it, enabling the model to perform reasoning more efficiently. Moreover, we design some transferable global and local anchors to learn rich entity-independent features for emerging entities. Finally, a global-local graph reasoning model is applied on the opening subgraph to rank all candidates. Extensive experiments show that our GLAR outperforms most existing state-of-the-art methods.

Foundations

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