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An Empirical Study of Graph Contrastive Learning

NeurIPS 2021 · Graph learning › Graph self-supervised learning · approach: Graph contrastive learning analysis · 3 citations (OpenAlex)

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Measured effects reported in the paper

What was changedWhereMeasuredEffect
Use topology augmentations that create sparse views rather than adding edgesGCL · Node and graph classificationaccuracyHelped
Use RWS rather than other tested topology augmentationsGCL · Node classificationaccuracyHelped
Use node dropping rather than other tested topology augmentationsGCL · Graph classificationaccuracyHelped
Combine feature augmentation with topology augmentationGCL · Node and graph classificationaccuracyHelped
Use a shared feature mask (FM) instead of feature dropout (FD)GCL · Node and graph classificationaccuracyNo clear effect
Pair deterministic diffusion augmentations with stochastic augmentationsGCL · Node and graph classificationaccuracyHelped
Use same-scale contrasting, with local-local for node tasks and global-global for graph tasksGCL · Node and graph classificationaccuracyHelped
Use InfoNCE rather than other negative-sample-based objectivesGCL · Node and graph classificationaccuracyHelped
Use negative-sample-free BL or BT objectives instead of negative-sample-based objectivesGCL · Node and graph classificationaccuracyMixed
Mine hard negatives based on embedding similarityInfoNCE GCL · Node classificationaccuracyNo clear effect
Add batch normalization to the encoder (ablation)Bootstrapping Latent · Node classificationaccuracyHelped
Remove batch normalization from the encoder while retaining it in projector and predictor (ablation)Bootstrapping Latent · Wiki, CS, Physics, and Computeraccuracy: 80.61{ ±0.04} -> 79.42{ ±0.09}; 93.29{ ±0.07} -> 93.53{ ±0.03}; 95.31{ ±0.01} -> 95.23{ ±0.05}; 89.81{ ±0.07} -> 87.45{ Hurt

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