Truth-Guided Negative Sampling in Self-supervised Graph Representation Learning
Keywords: graph representation learning, negative sampling, recommendation system
Abstract: Negative sampling is an important yet challenging component in self-supervised graph representation learning, particularly for recommendation systems where user-item interactions are modeled as bipartite graphs. Existing methods often rely on heuristics or human-specified principles to design negative sampling distributions. This potentially overlooks the usage of an underlying ``true'' negative distribution, which we might be able to access as an oracle despite not knowing its exact form.
In this work, we shift the focus from manually designing negative sampling distributions to a method that approximates and leverages the underlying true distribution. We expand this idea in the analysis of two scenarios: (1) when the observed graph is an unbiased sample from the true distribution, and (2) when the observed graph is biased with partially observable positive edges. The analysis result is the derivation of a sampling strategy as the numerical approximation of a well-established learning objective. Our theoretical findings are also empirically validated, and our new sampling methods achieve state-of-the-art performance on real-world datasets.
Primary Area: learning on graphs and other geometries & topologies
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Submission Number: 2657
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