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Sequential Probabilistic Uncertainty Estimation for Parallel Multi-Agent Reasoning Systems

NeurIPS 2026 · Multi-agent systems and games › LLM agents · approach: Self-evolving language agent learning

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Proposes SAUCE, a training-free uncertainty estimator for parallel multi-agent debate/DyLAN systems that runs a Kalman-style filter over round-level modal-answer agreement weighted by token entropy.

Problem

Uncertainty estimation for parallel reasoning multi-agent systems, where reliability depends on how agent consensus evolves across rounds rather than on the final output alone.

Approach

Treats round-level modal-answer agreement as a noisy observation of a latent system belief, with per-round generation entropy as observation noise, and applies a linear-Gaussian filtering recursion; the uncertainty score is the negated temporal average of the posterior mean.

Key results

Surprising findings

Limitations

Experimental setup

Datasets: MATH-500 MMLU-Pro BBH OlympiadBench BBEH-mini

Benchmarks: MATH-500 MMLU-Pro BBH OlympiadBench BBEH-mini

Metrics: AUROC AUARC Brier score after Platt scaling

Baselines: PE LL UDPO MATU

Builds on: Debate DyLAN MATU UDPO

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