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Graph Positional Encoding via Random Feature Propagation

ICML 2023 · Graph learning › GNN architectures · approach: Oversmoothing and heterophily · 0 citations (OpenAlex)

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Measured effects reported in the paper

What was changedWhereMeasuredEffect
Replace l2 normalization with QR orthonormalization (ablation)RFP with GINE on ZINC-12k · ZINC-12kMAE: 0.1368 -> 0.1152Helped
Replace l2 normalization with QR orthonormalization (ablation)RFP on OGBG-MOLHIV · OGBG-MOLHIVROC-AUC(%): 77.91 -> 79.83Helped
Replace l2 normalization with QR orthonormalization (ablation)RFP on node classification (Squirrel, Texas, Cora, etc.) · Squirrelaccuracy (%): 48.89 -> 54.28Helped
Add DSS architecture processing multiple trajectories (ablation)RFP - QR on ZINC-12k · ZINC-12kMAE: 0.1152 -> 0.1117Helped
Add DSS architecture processing multiple trajectories (ablation)RFP - QR on OGBG-MOLHIV · OGBG-MOLHIVROC-AUC(%): 79.83 -> 80.53Helped
Add learned propagation operator S_learn (ablation)RFP - QR with DSS on ZINC-12k and OGBG-MOLHIV · ZINC-12kMAE: 0.1117 -> 0.1106 (MAE); 80.53 -> 80.58 (ROC-AUC)Mixed
Increase number of eigenvectors k from 4 to 16 (P=16) (ablation)RFP - QR on ZINC-12k and OGBG-MOLHIV · ZINC-12kMAE: 0.1305 (k=4) -> 0.1152 (k=16)Helped
Increase number of propagation steps P from 1 to 16 (k=16) (ablation)RFP - QR - A on node classification · Coraaccuracy (%): 86.93 (P=16,k=4) region; Table 9 shows accuracy rising with PHelped
Add RFP trajectory (QR, adjacency) as PE on top of GCNGCN on ogbn-arxiv · ogbn-arxivaccuracy (%): 71.08 -> 71.97Helped
Add plain random node features as PE to GCNGCN on ogbn-arxiv · ogbn-arxivaccuracy (%): 71.08 -> 70.91Hurt
Use RFP (random init + propagation) instead of propagating raw input features (NFP)QR propagation PE on node classification · Squirrelaccuracy (%): 46.85 (NFP) -> 54.28 (RFP)Helped
Use RFP QR-based PE vs. Laplacian eigenvector PE on node classificationGCN/MLP backbones · Coraaccuracy (%): 86.31 (L EIGVECS 64) -> 87.99 (RFP-QR-A)Helped

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