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Integrating Local and Global Entropy for Uncertainty Quantification in LLMs

NeurIPS 2026 · Large language models › Language, safety and interpretability · approach: Uncertainty quantification for LLMs · 0 citations (OpenAlex)

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Proposes Global-Local Uncertainty (GLU), a single-pass, unsupervised UQ score that multiplicatively fuses hidden-state Rényi-2 geometric entropy (global) with top-k token-level Shannon/evidential entropy (local) for LLM response reliability.

Problem

Hallucination detection needs uncertainty scores that are unsupervised, single-pass, length-normalized and architecture-agnostic; existing token-level methods miss confident-but-wrong responses, while hidden-state methods underuse geometry.

Approach

Measure response-level uncertainty as the length-normalized collision (Rényi-2) entropy of the Gram matrix of hidden-state trajectories averaged over layers, and use it as a multiplicative amplifier (1+S) of a local token-level entropy-times-evidential-uncertainty score.

Key results

Surprising findings

Limitations

Experimental setup

Datasets: TruthfulQA TriviaQA MATH ArabicaQA LongForm GSM8K multi-turn (lost_in_conversation)

Benchmarks: TruthfulQA TriviaQA MATH ArabicaQA LongForm GSM8K multi-turn

Metrics: AUROC PRR

Baselines: LogProb LogTokU P(True) RAUQ Probe(EOS) Probe(EU) Probe(AVG) RespEntropy Prob(Exact)

Builds on: RAUQ LogTokU evidential deep learning linear representation hypothesis

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