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Efficient Evaluation of LLM Performance with Statistical Guarantees

NeurIPS 2026 · Large language models › Reasoning and chain of thought · approach: Routing, pruning and distillation for reasoning · 0 citations (OpenAlex)

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Proposes Factorized Active Querying (FAQ), combining a Bayesian logistic factor model over historical LLM benchmark outcomes with a hybrid variance-reduction/active-learning sampling policy and a finite-population "Pro-Active Inference" estimator that keeps frequentist CI coverage while cutting queries needed for LLM benchmark evaluation.

Problem

Evaluating many LLMs on large benchmark banks is expensive; the goal is to estimate each new model's finite-bank accuracy with a fixed query budget while producing narrow confidence intervals that maintain valid frequentist coverage.

Approach

Use a partially observed historical model-by-question outcome matrix to fit logistic factor models, then adaptively select questions via a tempered mix of oracle variance-reduction (sqrt(p(1-p))) and active-learning scores, and form an inverse-propensity-weighted, model-assisted estimator (PAI) that is unbiased and asymptotically normal with model-free coverage, enabling proactive question selecti

Key results

Surprising findings

Limitations

Experimental setup

Datasets: MMLU-Pro BBH GPQA IFEval MATH MuSR Open LLM Leaderboard

Benchmarks: MMLU-Pro BBH+GPQA+IFEval+MATH+MuSR GPQA (All) cold-start

Metrics: effective sample size empirical coverage of 95% CIs CI width

Baselines: uniform sampling AIPW with Bernoulli sampling Neyman-style AIPW sampling sequential active inference

Builds on: active statistical inference Bayesian active learning Laplace approximation for Bayesian logistic regression AIPW estimator

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