arXiv AI

Test-Time Scaling via Budgeted Multi-Attribute Verification

The paper introduces “BMA-GAI”, an algorithm for test-time scaling that jointly selects which candidates to inspect and which verification attributes to evaluate under a shared computational budget. It frames the problem as multi-attribute good-arm identification, where each candidate is an arm evaluated across several costly attributes, aiming to certify as many candidates as possible whose mean scores exceed thresholds on all attributes. The authors provide asymptotic coverage guarantees, an information-theoretic converse, and demonstrate that “BMA-GAI” allocates verification resources more efficiently and certifies more high-quality candidates than competing methods on synthetic benchmarks and an LLM answer-verification task.

arXiv Machine Learning
Sep 15

The geometry of AI validation: From structural blindness to reusable audits

The paper investigates how AI systems that perform best‑of‑n search require different validation strategies as the search width changes. It shows that auditing only small search widths leaves a gap in reliability estimates for larger widths, and proposes retaining candidate ranks and truth labels to estimate reliability across all widths up to N. The authors derive theoretical bounds on the minimax mean‑squared error, design procedures that achieve these bounds, and demonstrate that a shared audit can significantly reduce maximum error across many widths in practical CodeRM pools.

By Ricardo Fitas
arXiv Machine Learning
Oct 5

Online Verification of Language Model Responses Under Cost Constraints

The paper introduces OMVV, an online multi-verifier algorithm that maintains a pool of weak verifiers with varying costs and performance. It adaptively selects a verifier each round using an online score combiner and exponential-weights routing, providing distribution-free guarantees on false-accept and false-reject rates. Experiments on reasoning benchmarks show OMVV achieves higher accuracy at lower verification cost than any single fixed verifier across different budgets.

By Erfan Hajihashemi, Yanning Shen
Hugging Face Trending Papers
Jul 23

Best-of-Evidence: Best-of-N Selection under Partial Verification

BoN improves model outputs by sampling several candidates and selecting one with a proxy score, but it assumes that complete candidates can be evaluated reliably. Many vision-language tasks instead provide only partial verification: a finding, span, value, region, or relation may be checkable even when no dependable whole-response verifier exists.

arXiv Computation and Language
Oct 9

Uncertainty-Aware Budget Allocation for Adaptive Test-Time Reasoning

The paper introduces Uncertainty-Aware Budget Allocation (UAB), a concave integer optimization framework that reallocates a fixed sampling budget for language model reasoning based on uncertainty estimated from initial samples. In Phase‑1, each question receives a small number of generations, and the disagreement among these answers (vote entropy) signals difficulty. Phase‑2 uses a marginal‑greedy algorithm to allocate the remaining budget, focusing on questions with high initial disagreement, leading to a 2.3% average accuracy improvement over uniform allocation across five open‑weight models and five reasoning benchmarks, with up to 5.5% gains on individual benchmarks, especially in low‑resource settings.

By Manh Nguyen, Sunil Gupta, Hung Le
arXiv AI
Sep 28

Cost-Aware Best-LLM Identification using Dueling Feedback

The paper introduces a new variant of the multi‑armed bandit problem that incorporates dueling feedback—pairwise comparisons of model responses—and heterogeneous sampling costs to identify the best large language model (LLM) from a set with varying query costs. Assuming a Condorcet winner, the authors propose a Track‑and‑Stop style algorithm that guarantees asymptotically optimal cost as the error probability approaches zero. Extensive experiments on synthetic and real‑world data show that this cost‑aware approach consistently outperforms both classical cost‑unaware algorithms and other cost‑aware extensions.

By Sarvesh Gharat, Nikhil Karamchandani, Jayakrishnan Nair