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Deep Gaussian Embedding of Graphs: Unsupervised Inductive Learning via Ranking

ICLR 2018 · Graph learning › Graph self-supervised learning · approach: Semi-supervised node representation learning · 184 citations (OpenAlex)

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Measured effects reported in the paper

What was changedWhereMeasuredEffect
Embed nodes as Gaussians with attributes (G2G) instead of one-hot encoding (G2G oh) (ablation)Graph2Gauss · Link prediction, Cora-MLAUC: 98.01 vs 96.95Helped
Use node attributes (G2G) rather than one-hot encoding (G2G oh) (ablation)Graph2Gauss · Citeseer link predictionAUC: 96.09 vs 95.89Helped
Use Gaussian embedding with attributes vs GAE baselineGraph2Gauss · Link prediction across five datasets (Table 1)AUC: G2G exceeds GAE on all datasets, e.g. Citeseer 96.09 vs 92.31Helped
Inductive learning: unseen nodes embedded via attribute encoder onlyGraph2Gauss · Inductive link prediction, Cora-ML, 10% hiddenAUC: 90.93 vs 75.95 for logistic regressionHelped
Increase fraction of unseen nodes from 10% to 25% in inductive settingGraph2Gauss · Inductive link prediction, Cora-MLAUC: 87.83 vs 90.93Hurt
Node-anchored sampling strategy instead of naive uniform triplet sampling (ablation)Graph2Gauss training · Link prediction convergence, Cora-MLvalidation AUC/AP vs number of pairs seenHelped
Dropping highly uncertain latent dimensions (those with increasing variance) (ablation)Graph2Gauss · Link prediction, Cora-MLAUC/APNo clear effect
Attributed G2G embedding vs logistic regression on attributes onlyGraph2Gauss · Link prediction, Cora-MLAUC: 98.01 vs 90.01Helped

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