TL;DR
This paper introduces a novel framework for graph contrastive learning that automatically learns data augmentation priors through a bi-level optimization process, eliminating the need for manual augmentation selection.
Contribution
It extends the prior in graph augmentation to a learnable continuous space and integrates contrastive learning with InfoMin and InfoBN principles, enabling automated and effective graph representation learning.
Findings
Outperforms state-of-the-art methods on small graph benchmarks.
Shows superior generalization on large-scale graphs.
Eliminates reliance on manual data augmentation choices.
Abstract
Self-supervision is recently surging at its new frontier of graph learning. It facilitates graph representations beneficial to downstream tasks; but its success could hinge on domain knowledge for handcraft or the often expensive trials and errors. Even its state-of-the-art representative, graph contrastive learning (GraphCL), is not completely free of those needs as GraphCL uses a prefabricated prior reflected by the ad-hoc manual selection of graph data augmentations. Our work aims at advancing GraphCL by answering the following questions: How to represent the space of graph augmented views? What principle can be relied upon to learn a prior in that space? And what framework can be constructed to learn the prior in tandem with contrastive learning? Accordingly, we have extended the prefabricated discrete prior in the augmentation set, to a learnable continuous prior in the parameter…
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Taxonomy
MethodsGraph contrastive learning with augmentations · Contrastive Learning
