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Random-Set Graph Neural Networks

NeurIPS 2026 · Graph learning › GNN architectures · approach: GNN generalization theory · 0 citations (OpenAlex)

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Proposes Random-Set Graph Neural Networks (RS-GNN), replacing the softmax head of a GNN with a belief-function head that predicts masses over budgeted focal sets, for node-level epistemic uncertainty and OOD detection.

Problem

Standard GNN softmax classifiers collapse epistemic ambiguity into point estimates over known classes, yielding confident errors on structurally novel or conflicting nodes, which hurts OOD detection and calibration.

Approach

Node-level belief-function (random-set) head with sigmoid-predicted belief values over a budgeted focal-set family, converted to masses via Möbius inversion and to pignistic probabilities; epistemic uncertainty is the credal-set width of the predicted class, trained with BCE in belief space plus mass-validity regularisation.

Key results

Surprising findings

Limitations

Experimental setup

Datasets: Coauthors Chameleon Squirrel Reddit2 ArXiv Roman Empire Amazon-Ratings Cora Patents ROAD nuScenes

Benchmarks: Chameleon Squirrel ArXiv Patents Amazon-Ratings Roman Empire Coauthor Reddit2 Cora ROAD nuScenes

Metrics: AUROC AUPRC FPR95 accuracy ECE NLL Brier score

Baselines: Energy KNN ODIN Mahalanobis GNNSafe Classical ensemble JLDE GEBM CaGCN Credal ensemble CredalLJ Vanilla GNN softmax

Builds on: Random-Set Neural Networks GATv2 GNNSafe Dempster-Shafer belief theory

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