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Proper Scoring Rules for Agentic Uncertainty Quantification

NeurIPS 2026 · Probabilistic and scientific modeling › Uncertainty and Gaussian processes · approach: Regression uncertainty quantification · 0 citations (OpenAlex)

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Introduces the Trajectory Proper Score (TPS), a family of strictly proper weighted trajectory scoring rules for prefix-conditioned success probabilities, with censoring extensions, and shows common agentic UQ evaluators (AUROC, T-ECE, scalarized Brier) fail to elicit the full probability trace.

Problem

Agentic uncertainty evaluations use AUROC, ECE, and scalarized Brier, which do not strictly elicit the full prefix-conditioned success-probability trace, and they mishandle administratively censored trajectories.

Approach

Lift strictly proper binary scores (beta family) to trajectories via positive-weighted sums over prefixes, extend to right-censored traces by conditional projection onto the observable prefix, and prove that T-ECE and scalarized Brier fail to elicit the full trace.

Key results

Surprising findings

Limitations

Experimental setup

Datasets: StrategyQA Tau2-Bench HotpotQA WebShop

Benchmarks: Tau2-Bench StrategyQA HotpotQA WebShop

Metrics: Trajectory Proper Score (log, Brier, Beta(2,4)) AUROC AUPRC AURC Trajectory ECE

Baselines: AUROC AUPRC risk-coverage/AURC Trajectory ECE scalarized Trajectory Brier base-rate reference

Builds on: Gneiting and Raftery proper scoring rules Schervish threshold-mixture representation prequential forecasting Reliability-Resolution-Uncertainty decomposition

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