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Combining Label Propagation and Simple Models out-performs Graph Neural Networks

ICLR 2021 · Graph learning › GNN architectures · approach: Simple and scalable GNNs · 127 citations (OpenAlex)

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Measured effects reported in the paper

What was changedWhereMeasuredEffect
Add Correct and Smooth to an MLP base predictorMLP · Productsaccuracy: 63.41 -> 84.18Helped
Add Correct and Smooth with FDiff-scale to a linear base predictorLinear · Productsaccuracy: 50.05 -> 83.01Helped
Use training and validation labels in C&S instead of training labels aloneC&S · ogbn-arxivaccuracy: 72.62 -> 74.02Helped
Remove final prediction smoothing from C&S (ablation)C&S FDiff-scale + MLP · Productsaccuracy: 72.72 -> 84.18Hurt
Remove both label-based propagation steps (ablation)MLP base predictor · Productsaccuracy: 80.34 -> 84.18Hurt
Replace Autoscale with FDiff-scale (ablation)C&S + MLP · Productsaccuracy: 63.41 -> 84.18Helped
Use FDiff-scale rather than Autoscale (ablation)C&S + Linear · Rice31accuracy: 86.42 -> 87.55Mixed
Use FDiff-scale rather than Autoscale (ablation)C&S + MLP · US Countyaccuracy: 89.64 -> 89.85Helped
Use the simple LP method instead of a learned GNNTransductive node classification · Coraaccuracy: 85.77 -> 86.50Helped
Apply C&S to existing GNN predictorsGCNII or GAT · ogbn-arxivaccuracyHelped
Use a linear base predictor with C&S instead of the Products SOTA GNNProducts · Productstraining time: over 100 times fasterHelped

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