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Test-time Adaptation on Graphs via Adaptive Subgraph-based Selection and Regularized Prototypes

ICML 2025 · Label-efficient and robust learning › Test-time adaptation · approach: Realistic and stable test-time adaptation

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Proposes ASSESS, a test-time adaptation method for graph classification that selects reliable test graphs via subgraph mutual-information-based adaptive thresholds and self-trains with regularized prototype supervision.

Problem

Test-time adaptation of graph neural networks under distribution shifts when training graphs are unavailable; existing TTA and GNN methods degrade on graph data and pseudo-labels are noisy.

Approach

Uses individual-level, structure-aware confidence thresholds derived from Jensen-Shannon mutual information between a graph and its subgraph, plus a Sinkhorn-balanced prototype self-training loss regularized toward prototypes initialized from the source classifier weights (a Bayesian MAP view).

Key results

Measured effects reported in the paper

What was changedWhereMeasuredEffect
Add adaptive subgraph-based selection (ASBS) (ablation)ASSESS · FRANKENSTEIN, Mutagenicity, and NCI1average accuracy: 68.7 -> 69.8Helped
Add prototype supervision loss (first term of Eq. 16) (ablation)ASSESS · FRANKENSTEIN, Mutagenicity, and NCI1average accuracy: 68.2 -> 69.8Helped
Add prototype regularization (second term of Eq. 16) (ablation)ASSESS · FRANKENSTEIN, Mutagenicity, and NCI1average accuracy: 68.0 -> 69.8Helped

Surprising findings

Limitations

Experimental setup

Datasets: FRANKENSTEIN Mutagenicity PROTEINS NCI1 IMDB-BINARY

Benchmarks: FRANKENSTEIN Mutagenicity PROTEINS NCI1 IMDB-BINARY

Metrics: classification accuracy selection accuracy

Baselines: GCN GraphSAGE GIN GAT Mean Teacher GraphCL SHOT TAST RNA

Builds on: SHOT Mean Teacher GraphCL TAST RNA Deep Graph Infomax-style Jensen-Shannon MI estimator

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