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Poster
Quaternion Knowledge Graph Embeddings
SHUAI ZHANG · Yi Tay · Lina Yao · Qi Liu

Tue Dec 10 10:45 AM -- 12:45 PM (PST) @ East Exhibition Hall B + C #72
in Algorithms -- Representation Learning »

In this work, we move beyond the traditional complex-valued representations, introducing more expressive hypercomplex representations to model entities and relations for knowledge graph embeddings. More specifically, quaternion embeddings, hypercomplex-valued embeddings with three imaginary components, are utilized to represent entities. Relations are modelled as rotations in the quaternion space. The advantages of the proposed approach are: (1) Latent inter-dependencies (between all components) are aptly captured with Hamilton product, encouraging a more compact interaction between entities and relations; (2) Quaternions enable expressive rotation in four-dimensional space and have more degree of freedom than rotation in complex plane; (3) The proposed framework is a generalization of ComplEx on hypercomplex space while offering better geometrical interpretations, concurrently satisfying the key desiderata of relational representation learning (i.e., modeling symmetry, anti-symmetry and inversion). Experimental results demonstrate that our method achieves state-of-the-art performance on four well-established knowledge graph completion benchmarks.

Keywords: Representation Learning · Embedding Approaches · Algorithms · Deep Learning
[ Paper]  [ Poster] 

Author Information

SHUAI ZHANG (University of New South Wales)
Yi Tay (NTU, Singapore)
Lina Yao (University of New South Wales)
Qi Liu (Facebook AI Research)

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