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Papers/Tensor Decompositions for temporal knowledge base completion

Tensor Decompositions for temporal knowledge base completion

Timothée Lacroix, Guillaume Obozinski, Nicolas Usunier

2020-04-10ICLR 2020 1Representation LearningKnowledge Base CompletionPredictionRecommendation SystemsLink Prediction
PaperPDFCodeCode(official)

Abstract

Most algorithms for representation learning and link prediction in relational data have been designed for static data. However, the data they are applied to usually evolves with time, such as friend graphs in social networks or user interactions with items in recommender systems. This is also the case for knowledge bases, which contain facts such as (US, has president, B. Obama, [2009-2017]) that are valid only at certain points in time. For the problem of link prediction under temporal constraints, i.e., answering queries such as (US, has president, ?, 2012), we propose a solution inspired by the canonical decomposition of tensors of order 4. We introduce new regularization schemes and present an extension of ComplEx (Trouillon et al., 2016) that achieves state-of-the-art performance. Additionally, we propose a new dataset for knowledge base completion constructed from Wikidata, larger than previous benchmarks by an order of magnitude, as a new reference for evaluating temporal and non-temporal link prediction methods.

Results

TaskDatasetMetricValueModel
Link PredictionICEWS05-15MRR0.67TNTComplEx (x10)
Link PredictionICEWS05-15MRR0.6TNTComplEx
Link PredictionYAGO15kMRR0.37TNTComplEx (x10)
Link PredictionYAGO15kMRR0.35TNTComplEx
Link PredictionICEWS14MRR0.62TNTComplEx (x10)
Link PredictionICEWS14MRR0.56TNTComplEx

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