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rSDNet: Unified Robust Neural Learning against Label Noise and Adversarial Attacks

Neural networks are central to modern artificial intelligence, yet their training remains highly sensitive to data contamination. Standard neural classifiers are trained by minimizing the categorical ...

👤 Suryasis Jana, Abhik Ghosh 📰 arXiv 📅 2026 👁 514 📚 45

Maximum Entropy Least Squares Solutions of Overdetermined Linear Systems

We investigate the theoretical foundations of a recently introduced entropy-based formulation of weighted least squares for the approximation of overdetermined linear systems, motivated by robust data...

👤 Felice Iavernaro, Monica Lazzo, Lorenzo ... 📰 arXiv 📅 2026 👁 507 📚 42

Learning Hierarchical Orthogonal Prototypes for Generalized Few-Shot 3D Point Cloud Segmentation

Generalized few-shot 3D point cloud segmentation aims to adapt to novel classes from only a few annotations while maintaining strong performance on base classes, but this remains challenging due to th...

👤 Yifei Zhao|Fanyu Zhao|Zhongyuan Zhang|Sh... 📰 arXiv 📅 2026 👁 92 📚 34

VEPO: Variable Entropy Policy Optimization for Low-Resource Language Foundation Models

Large language models frequently exhibit suboptimal performance on low resource languages, primarily due to inefficient subword segmentation and systemic training data imbalances. In this paper, we pr...

👤 Chonghan Liu, Yimin Du, Qi An, Xin He, C... 📰 arXiv 📅 2026 👁 161 📚 33

Foundations of Schrödinger Bridges for Generative Modeling

At the core of modern generative modeling frameworks, including diffusion models, score-based models, and flow matching, is the task of transforming a simple prior distribution into a complex target d...

👤 Sophia Tang 📰 arXiv 📅 2026 👁 358 📚 32

Entropy trajectory shape predicts LLM reasoning reliability: A diagnostic study of uncertainty dynamics in chain-of-thought

Chain-of-thought (CoT) reasoning improves LLM accuracy, yet detecting failures cheaply remains elusive. We study whether the shape of uncertainty dynamics across reasoning steps--captured by sampling ...

👤 Xinghao Zhao 📰 arXiv 📅 2026 👁 475 📚 31

An Empirical Bayes Perspective on Heteroskedastic Mean Estimation

Towards understanding the fundamental limits of estimation from data of varied quality, we study the problem of estimating a mean parameter from heteroskedastic Gaussian observations where the varianc...

👤 Yanjun Han, Abhishek Shetty, Jacob Shkro... 📰 arXiv 📅 2026 👁 295 📚 31

Diffuse Gaussian Truncation For Deterministic Approximate Counting

We give deterministic FPTASes for two dense counting problems on which the known deterministic algorithms, based on zero-free interpolation, run in quasipolynomial time. For fixed $0<γ<1/2$ and $0<θ\l...

👤 Zihong Yi 📰 arXiv 📅 2026 👁 89 📚 30

Transmuted logistic-exponential distribution - some new properties, estimation methods and application with infectious disease mortality data

Lately, a New Transmuted Logistic-exponential (NTLE) distribution was introduced and studied as an extension of the Logistic-Exponential Distribution (LED) with wider applicability in lifetime modelli...

👤 Isqeel Ogunsola, Abosede Akintunde, Kehi... 📰 arXiv 📅 2026 👁 286 📚 29

Measuring the Arrow of Time: Identification, Estimation, and Inference for Directional Structure in Multivariate Time Series

Many questions across the sciences take the same form: several coupled series are observed together, and the analyst wants to know not merely that they move together but which one moves first, and how...

👤 Avishek Bhandari 📰 arXiv 📅 2026 👁 188 📚 29

Counterexamples to additivity of minimum output $p$-Rényi entropy of quantum channels for $p>3/4$ and $0\leq p<1/4$

Additivity of minimum output entropies is a central problem in quantum information theory. Nonadditivity is known for every Rényi order $p>1$, at the von Neumann point $p=1$, and near $p=0$, while mos...

👤 Debbie Leung | Benjamin Lovitz | Peixue ... 📰 arXiv 📅 2026 👁 56 📚 29

Penalized Maximum Likelihood Inference of Core-Periphery Networks

Likelihood-based network models are often fitted under links' independence and low-order constraints, while empirical networks frequently exhibit systematic higher-order structures such as triangles a...

👤 Antonio Mosca | Piero Mazzarisi 📰 arXiv 📅 2026 👁 42 📚 29

A Federated Many-to-One Hopfield model for associative Neural Networks

Federated learning enables collaborative training without sharing raw data, but struggles under client heterogeneity and streaming distribution shifts, where drift and novel data can impair convergenc...

👤 Andrea Alessandrelli|Fabrizio Durante|An... 📰 arXiv 📅 2026 👁 273 📚 28

Robust Deepfake Detection: Mitigating Spatial Attention Drift via Calibrated Complementary Ensembles

Current deepfake detection models achieve state-of-the-art performance on pristine academic datasets but suffer severe spatial attention drift under real-world compound degradations, such as blurring ...

👤 Minh-Khoa Le-Phan | Minh-Hoang Le | Tron... 📰 arXiv 📅 2026 👁 194 📚 28

Moral Entropy: Auditing Bias and Uncertainty in Moral Judgment

Most work in computational ethics treats annotator disagreement on moral content as noise to be voted away, collapsed into majority vote or the more permissive any-annotator rule the moment a single a...

👤 Maciej Skorski 📰 arXiv 📅 2026 👁 156 📚 28

Ultrametric OGP - parametric RDT \emph{symmetric} binary perceptron connection

In [97,99,100], an fl-RDT framework is introduced to characterize \emph{statistical computational gaps} (SCGs). Studying \emph{symmetric binary perceptrons} (SBPs), [100] obtained an \emph{algorithmic...

👤 Mihailo Stojnic 📰 arXiv 📅 2026 👁 143 📚 28

Niching Importance Sampling for Multi-modal Rare-event Simulation

This paper proposes niching importance sampling, a framework that combines concepts from reliability analysis, e.g. Markov chains, importance sampling, and relative cross entropy minimisation, with ni...

👤 Hugh J. Kinnear | F. A. DiazDelaO 📰 arXiv 📅 2026 👁 77 📚 28

Information on trajectories: martingales and random times

Accounting for information flow on the path space of trajectories of a nonnegative martingale yields exact variational identities for it, even at arbitrary random times. This recovers the widely used ...

👤 Akshay Balsubramani 📰 arXiv 📅 2026 👁 37 📚 28

Vector Policy Optimization: Training for Diversity Improves Test-Time Search

Language models must now generalize out of the box to novel environments and work inside inference-scaling search procedures, such as AlphaEvolve, that select rollouts with a variety of task-specific ...

👤 Ryan Bahlous-Boldi | Isha Puri | Idan Sh... 📰 arXiv 📅 2026 👁 160 📚 27

Flexible Information Acquisition in the Kyle Model

We study an information acquisition problem in which an informed trader acquires costly information prior to trading in the Kyle equilibrium. The cost of information acquisition is represented by an e...

👤 S. Viswanathan | Hao Xing 📰 arXiv 📅 2026 👁 224 📚 26
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