Contrastive Learning under Heterophily
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Graph Neural Networks are powerful tools for learning node representations when task-specific node labels are available. However, obtaining labels for graphs is expensive in many applications. This is particularly the case for large graphs. To address this, there has been a body of work to learn node representations in a self-supervised manner without labels. Contrastive learning (CL), has been particularly popular to learn representations in a self-supervised manner. In general, CL methods work by maximizing the similarity between representations of augmented views of the same example, and minimizing the similarity between augmented views of different examples. However, existing graph CL methods cannot learn high-quality representations under heterophily, where connected nodes tend to belong to different classes. This is because under heterophily, augmentations of the same example may not be similar to each other. In this work, we address the above problem by proposing the first graph CL method, HLCL, for learning node representations, under heterophily. HLCL uses a high-pass and a low-pass graph filter to generate different views of the same node. Then, it contrasts the two filtered views to learn the final node representations. Effectively, the high-pass filter captures the dissimilarity between nodes in a neighborhood and the low-pass filter captures the similarity between neighboring nodes.Contrasting the two filtered views allows HLCL to learn rich node representations for graphs, under heterophily and homophily.Empirically, HLCL outperforms state-of-the-art graph CL methods on benchmark heterophily datasets and large-scale real-world datasets by up to 10
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