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20 results for “Extreme Value Theory”

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math.STcs.LGmath.PREmpiricalRecentJun 4, 2026

How abundant are good interpolators?

August Y. Chen, Ahmed El Alaoui

This paper establishes a large deviation principle for the generalization error of interpolating classifiers in the overparametrized regime.

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cs.LGstat.MLTheoreticalRecentJun 9, 2026

Limitations of Learning Tanh Neural Networks with Finite Precision

Philipp Grohs, Matěj Trödler

This paper investigates limitations of learning tanh neural networks under finite-precision computations and Lp accuracy guarantees.

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cs.LGcs.AIstat.APRecentMay 29, 2026

When Softmax Fails at the Top: Extreme Value Corrections for InfoNCE

Melihcan Erol, Suat Evren, Oktay Ozel, Alexander Morgan +2 more

The paper proposes WEINCE, a modified InfoNCE objective that uses extreme value theory corrections to improve contrastive learning by more accurately modeling the selection of hard negative examples.

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cs.IREmpiricalRecentJun 10, 2026

Tail-Aware Adaptive-k: Query-Adaptive Context Selection for Retrieval-Augmented Generation

Ziyu Song, Jiaming Fang, Kuangyu Li, Tuo Xia +1 more

This paper proposes Tail-Aware Adaptive-k (TAA-k), a training-free framework for adaptive context selection in retrieval-augmented generation systems using Extreme Value Theory.

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stat.MLcs.AIcs.LGRecentMay 28, 2026

Improved Distribution Estimation in $\ell_\infty$

Doron Cohen, Aryeh Kontorovich, Yonatan Livshitz

This paper improves the theoretical bounds for estimating discrete probability distributions using the $\ell_\infty$ norm, resolving several open questions in the field.

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math.STstat.MEstat.MLRecentJun 4, 2026

Estimation of the sub-Gaussian parameter

Jason Liu, Min Xu, Jinchuan Xing

This paper introduces and analyzes a consistent estimator for the sub-Gaussian parameter ($\xi_*^2$), providing convergence rates and demonstrating its applicability in large-scale biological enrichme…

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cs.AIcs.LGecon.THRecentMay 31, 2026

Prospect-Theory Behavior from Bellman Optimality in MDPs with Catastrophic States

Yujiao Chen

This paper shows that standard optimal control in Markov Decision Processes (MDPs) with an absorbing catastrophic state naturally generates behavioral signatures mimicking prospect theory, even withou…

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cs.CRcs.NImath.NARecentMay 26, 2026

Shortest Path Problem with Subnormal Gaussian Fuzzy Costs

Hande Günay Akdemir, Murat Moran

This paper proposes a reliability-aware framework to solve the fuzzy shortest path problem in directed graphs, optimizing routes based not only on cost but also on the reliability of the associated fu…

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cs.NEmath.APmath.PRRecentJun 4, 2026

Quantifying Uncertainty In Wide Two-Layer Neural Networks: On The Law Of The Limiting Fluctuation Process

Arnaud Descours, Arnaud Guillin, Geoffrey Lacour, Manon Michel +2 more

This paper develops a novel, computationally efficient method to quantify the uncertainty in wide neural network predictions by characterizing the limiting random fluctuations using stochastic evoluti…

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math.OCcs.AIcs.NERecentMay 27, 2026

Preference-Shaped Expected Hypervolume and R2 Improvement: Exact Computation and Monotonicity

Michael T. M. Emmerich

The paper analyzes preference-shaped expected improvement criteria for Bayesian multiobjective optimization, precisely characterizing when transformations preserve key properties like exact computatio…

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q-fin.GNcs.CRRecentApr 30, 2026

The Satoshi Overhang: Why the Bear Case is Bounded

Karl T. Ulrich

The paper analyzes the potential market impact of a large, unknown Bitcoin holder (the Satoshi overhang) and concludes that the mechanical downside risk is bounded, suggesting the terminal states are…

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math.OCcs.AIcs.LGRecentJun 1, 2026

MINTS: Minimalist Thompson Sampling

Kaizheng Wang

The paper introduces MINTS, a minimalist Bayesian framework that simplifies sequential decision-making by placing priors only on the optimum location, allowing for the incorporation of structural cons…

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cs.CReess.SPRecentApr 13, 2026

Conflict-Aware Robust Design for Covert Wireless Communications

Abbas Arghavani

The paper analyzes robust covert wireless communication under bounded uncertainty, demonstrating that the adverse conditions governing reliability and covertness are distinct, thus requiring a conflic…

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math.APmath-phmath.PRRecentJun 3, 2026

Phase transitions for the noisy transformer model in arbitrary dimension

Kyunghoo Mun, Matthew Rosenzweig

The paper analyzes the phase transitions of the noisy transformer model on the unit sphere, proving a sharp global-minimizer dichotomy that depends on the dimension and coupling strength.

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cs.LGcs.AIRecentJun 1, 2026

E4GEN: Event-level Explainable Extreme-Enhanced Time-series Generation

Lin Jiang, Dahai Yu, Ximiao Li, Guang Wang

E4GEN introduces an explainable diffusion framework that significantly improves time-series generation by specifically focusing on and controlling the fidelity of extreme events.

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cs.CCcs.CRRecentApr 8, 2026

Vulnerability Abundance: A formal proof of infinite vulnerabilities in code

Eireann Leverett, Jeroen van der Ham-de Vos

The paper provides a formal proof that a single C program can contain a countably infinite number of distinct, independently assignable software vulnerabilities, suggesting the set of all software vul…

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cs.LGcs.AIcs.CVRecentMay 28, 2026

How Much Is a Dataset Worth? Scaling Laws, the Vendi Score, and Matrix Spectral Functions

Jeff A. Bilmes, Gantavya Bhatt, Arnav M. Das

The paper introduces and analyzes several novel data appraisal metrics, including the Vendi Score and matrix spectral functions, demonstrating that efficient optimization techniques make these metrics…

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cs.CRmath.FARecentMay 3, 2026

Limit Properties at Critical Indices of Linear Canonical Riesz Potentials and Their Applications to Security of Multi-Image Encryption

Zunwei Fu, Dachun Yang, Shuhui Yang

The paper introduces the linear canonical Riesz potential (LCRP) and analyzes its convergence properties, leveraging these findings to propose a novel, secure, and efficient asymmetric cascaded LCRP m…

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cs.CRcs.DScs.ITRecentMay 27, 2026

Optimal Rates for Differentially Private Hypothesis Testing with E-values

Ben Jacobsen, Tomas Gonzalez, Gavin Brown, Kassem Fawaz +1 more

The paper characterizes the optimal achievable rate for differentially private hypothesis testing using e-values, providing an exact algorithm for both fixed and sequential settings.

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cs.CRmath.PRRecentMay 11, 2026

A Note on Banaszczyk's Inequality

Hongyuan Qu, Chengliang Tian, Guangwu Xu

The paper improves Banaszczyk's inequality, providing a significantly better tail estimate for the discrete Gaussian measure on a lattice, which has applications in analyzing dual attacks against the…

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