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Learning to Exploit Long-term Relational Dependencies in Knowledge Graphs (1905.04914v1)

Published 13 May 2019 in cs.AI, cs.CL, and cs.LG

Abstract: We study the problem of knowledge graph (KG) embedding. A widely-established assumption to this problem is that similar entities are likely to have similar relational roles. However, existing related methods derive KG embeddings mainly based on triple-level learning, which lack the capability of capturing long-term relational dependencies of entities. Moreover, triple-level learning is insufficient for the propagation of semantic information among entities, especially for the case of cross-KG embedding. In this paper, we propose recurrent skipping networks (RSNs), which employ a skipping mechanism to bridge the gaps between entities. RSNs integrate recurrent neural networks (RNNs) with residual learning to efficiently capture the long-term relational dependencies within and between KGs. We design an end-to-end framework to support RSNs on different tasks. Our experimental results showed that RSNs outperformed state-of-the-art embedding-based methods for entity alignment and achieved competitive performance for KG completion.

Citations (243)

Summary

  • The paper presents a novel RSN architecture that uses path-level learning to capture long-term relational dependencies in knowledge graphs.
  • RSNs integrate RNNs with a skipping mechanism and residual learning to bridge gaps in relational paths, improving semantic understanding.
  • The approach significantly boosts KG tasks such as entity alignment and completion, outperforming baseline methods on dense datasets.

Exploiting Long-term Relational Dependencies in Knowledge Graphs

The paper, "Learning to Exploit Long-term Relational Dependencies in Knowledge Graphs," by Lingbing Guo, Zequn Sun, and Wei Hu presents a novel approach to knowledge graph (KG) embedding. Conventional KG embedding models primarily rely on the assumption that similar entities occupy similar relational roles. These models generally apply a triple-level learning approach that struggles to capture consequential long-term relational dependencies. The limitations of triple-level embedding become apparent in tasks like cross-KG embedding and entity alignment, where dependencies beyond 1-hop neighbors are often critical.

Contribution and Novelties

To address these limitations, the authors propose Recurrent Skipping Networks (RSNs). RSNs leverage a skipping mechanism to bridge gaps in relational paths, integrating Recurrent Neural Networks (RNNs) with residual learning to efficiently capture these dependencies. This innovative approach transitions from triple-level learning to path-level learning, positing that relational paths furnish richer semantic context than isolated triples.

The central contributions of the work can be encapsulated as follows:

  • Path-level Learning: RSNs reframe the KG embedding challenge by employing relational paths, thereby capturing extended relational dependencies.
  • Recurrent Skipping Network (RSN) Architecture: RSNs utilize a novel skipping mechanism that allows input entities to directly inform predictions of their object entities along a path. This process enhances the semantic understanding compared to conventional RNNs, which inadequately model relational path sequences by simply treating them as linear sequences.
  • End-to-end Framework: The authors present an end-to-end framework that supports RSNs across different KG tasks, backed by an improved sampling method using biased random walks, targeting paths that are both deep and cross-KG, as well as type-based noise-constrained estimation to fine-tune the training process.

Experimental Evaluation

The authors demonstrate the effectiveness of RSNs across two primary KG tasks: entity alignment and KG completion. RSNs outperformed state-of-the-art embedding methods for entity alignment, specifically on datasets where capturing long paths is beneficial. They achieved competitive performance in KG completion, closing in on benchmark results from existing methods tailored specifically for the task, such as ConvE and RotatE.

Numerical Results

  • Entity Alignment: On the normal datasets (DBP-WD, DBP-YG, EN-FR, EN-DE), RSNs showed considerable improvement over methods such as MTransE, IPTransE, and BootEA, achieving Hits@1 scores of up to 82.6% on dense datasets.
  • KG Completion: RSNs demonstrated competitive performance on FB15K and WN18 and achieved mean reciprocal rank scores superior to several baseline methods.

Analysis and Implications

The paper differentiates RSNs by enabling explicit modeling of long-term dependencies, which is particularly effective in multi-relational and heterogeneous data scenarios common in KGs spanning different ontologies or languages. Notably, the RSN approach offers robustness to variations in dataset heterogeneity, outperforming methods heavily reliant on high-degree nodes or densely connected regions of the KG.

By transcending simple triplet models, RSNs enhance knowledge representation in tasks where semantic alignment and cross-linking are more paramount. This advancement stakes a crucial claim for relational path-aware embedding models in applications spanning semantic search, contextual question answering, and the seamless integration of diverse knowledge sources.

Future Directions

The authors also indicate potential avenues for future research. Notably, a unified framework that can jointly utilize relational paths and textual information could provide enriched embeddings, leveraging linguistic data alongside KG structures. Additionally, further optimization of the path sampling techniques to balance computational cost and relational depth could lead to even more efficient embedding outcomes.

In summation, RSNs represent a significant step forward in KG embedding by directly addressing the limitations of traditional triple-based models. Through their innovative use of path-based relational learning and the introduction of recurrent skipping architecture, RSNs open up new possibilities for effectively harnessing the latent semantic richness inherent in KGs.