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Towards Scale-Invariant Graph-related Problem Solving by Iterative Homogeneous GNNs

NeurIPS 2020 · Graph learning › GNN architectures · approach: Structural GNN variants · 12 citations (OpenAlex)

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Measured effects reported in the paper

What was changedWhereMeasuredEffect
add iterative module (adaptive stopping) (ablation)Homo-Path · Shortest path lobster 1000 nodessuccess rate (%): 50.2 -> 100.0Helped
add homogeneous prior (ablation)Path · Weighted shortest path, weights [8, 24)relative loss: 0.54 -> 0.03Helped
add homogeneous prior on top of iterative module (ablation)Iter-Path · Weighted shortest path, weights [8, 24)relative loss: 0.08 vs Homo-Path 0.03Hurt
add iterative module (ablation)Homo-Path · Physical simulation 100 ballsMSE: 21.45 -> 2.01Helped
add homogeneous prior (ablation)Iter-Path · Physical simulation 100 ballsMSE: 1.68 -> 2.01No clear effect
add homogeneous prior (ablation)Iter-Path · Image-based navigation 33x33success rate: 78.6% -> 91.7%Helped
add homogeneous prior (ablation)Iter-Path · Component counting lobster 500accuracy: 96.1% -> 97.5%Helped
replace weight-sharing fixed-depth iteration with adaptive iterative module (ablation)Shared-Homo-Path · Shortest path lobster 1000 nodessuccess rate (%): 91.7 -> 100.0Helped
add PathGNN layers (Bellman-Ford alignment) in place of GCN/GAT (ablation)GCN/GAT · Shortest path lobster 1000 nodessuccess rate (%): 2.4 -> 10.3Helped
add adaptive iterative module in place of ACT (ablation)Homo-Path · Shortest path lobster 1000 nodessuccess rateHelped
use deeper 100-layer Path model (ablation)Path · Weighted shortest path lobsterrelative loss: ~0.13Hurt

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