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Evaluating Epistemic Uncertainty: Beyond OOD Detection and Active Learning

NeurIPS 2026 · Label-efficient and robust learning › OOD and anomaly detection · approach: Uncertainty and misclassification detection · 0 citations (OpenAlex)

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Proposes evaluating epistemic uncertainty by its ability to identify regret (reducible error) via a unified constrained selective-prediction framework, and benchmarks UQ methods on dense-annotation datasets, showing rank inversions versus OOD/active-learning proxies.

Problem

Epistemic uncertainty is evaluated with proxy tasks (OOD detection, active learning) whose Bayes-optimal scorers differ from the regret-minimizing selector, and rank correlation between learned aleatoric and epistemic components is used as a disentanglement criterion, which may not reflect operation

Approach

Unifies selective classification and the epistemic reject-option into one constrained optimization over coverage, risk and regret, showing the optimal selector thresholds a convex combination of aleatoric and epistemic uncertainty; proposes Pareto-gap (IGD+ distance to the oracle risk-regret-coverage surface) as a joint disentanglement diagnostic, with AuReC for pure regret ranking.

Key results

Surprising findings

Limitations

Experimental setup

Datasets: CIFAR-10 CIFAR-10H DCIC suite (8 datasets) APPA-REAL OpenOOD OpenML

Benchmarks: CIFAR-10H DCIC suite APPA-REAL OpenOOD OpenML tabular active learning

Metrics: AuReC ex-AuReC n-AuReC AuRC Pareto-gap AuROC NAUC Spearman rank correlation

Baselines: MC-Dropout Deep Ensembles DDU Evidential networks

Builds on: epistemic reject-option selective classification deep ensembles MC-dropout DDU

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