arXiv Machine Learning

The Exceedance Design Effect: Effective Sample Size for Thresholds under Clustering

arXiv Statistics ML
Oct 7

When does conformal calibration need censoring weights? Cause-of-failure prediction sets under competing risks

The paper investigates when conformal calibration for cause‑of‑failure prediction sets under competing risks requires censoring weights. It shows that using only complete‑case calibration can lead to coverage that is either above or below the nominal level, especially when a substantial proportion of subjects are event‑free at the prediction horizon. The authors demonstrate through simulations that incorporating weights from a correctly specified censoring model restores nominal coverage, and they provide a finite‑sample lower bound that penalises censoring‑model error, highlighting the risk of under‑coverage when the model is misspecified.

By Sunny Yang, Weiyan Zhao
arXiv AI
Oct 1

Hard-Gate Candidacy in a Deployed Validator Suite

The paper evaluates hard‑gate candidacy for validators in a deployed generative‑agent system by measuring how well each validator’s firing separates successful from failed builds. Across 13 validators and thousands of builds, only a few checks show statistically significant separation, while many fail to distinguish or never fire. The study highlights that skipped checks are recorded as passes, limiting detectable failure rates and underscoring the need for clearer evaluation records.

By Xin Xu
arXiv Machine Learning
Aug 26

Replicable Conformal Prediction

arXiv:2608.23638v1 Announce Type: cross Abstract: Two analysts who calibrate the same predictive model on independent samples will deploy different prediction sets every time, because the calibration...

By Marios Papamichalis, Regina Ruane, Theofanis Papamichalis
arXiv Machine Learning
Sep 21

Available Guardrails: Certifying Selective Prediction across ML Systems

The paper introduces a method to certify selective prediction in machine learning systems by computing the availability of safety gates through exact-binomial inversion and dynamic programming. It demonstrates that a truth-informed planner can significantly improve mean coverage over naive approaches, and that reallocating error budgets further enhances coverage across diverse applications such as LLM tool‑calling, content moderation, lesion classification, and recommendation. The study highlights the importance of planning and finite‑sample estimation in ensuring reliable, granular deployment of selective predictors.

By Parivesh Priye, Yufeng Wang, Haibin Ling, Michael Chaykowsky
arXiv Statistics ML
Sep 28

Ensembles of Exactly Solved Subsamples for Clusterwise Regression: Trimming Without a Trimming Level

The paper proposes an ensemble method for clusterwise regression that uses exact solutions on many small random subsamples. Each subsample is solved to global optimality, extended to the full data via nearest-surface assignment, and the resulting partitions are combined by voting or selection. The method achieves high accuracy even with up to 20% gross outliers and can estimate the trimming level without prior knowledge, outperforming traditional trimmed alternation in worst‑case scenarios.

By Samir Orujov
arXiv AI
Oct 7

Toward Alignment Scaling Laws: A Framework and First Preregistered Measurements

The paper proposes a framework for studying how alignment difficulty scales with model size, treating alignment as a family of measurable scaling relations for different risk categories. It introduces operational definitions of burden, distinguishes observed, audited, and true alignment, and proves that the largest exponent among corrected risks determines long‑run behavior. The authors preregistered and applied the protocol to public data, finding scaling exponents for attack success, truthfulness, dispositions, sycophancy, and a backdoor, and released interactive browser games to illustrate the laws.

By Jeremy Canale