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2,570 papers

#machine learning Preprint Open access Sep 2026

Hyperbolic Manifold Constrained Tabular Neural Network

Tabular prediction is central to a wide range of real-world applications. Tabular data typically contain heterogeneous features as well as rich and complex relational information that can imply a latent structural manifold. Hyperbolic geometry can help capture complex structural relations in data. However, most existin...

Tian Li, Huizhi Liang, Lucy Robinson et al. · 0 citations
#machine learning Preprint Open access Sep 2026

Filtered Conformal Ellipsoids for Graph-Native Time Series

Joint prediction sets for multivariate time series should control a single event while adapting to cross-coordinate dependence. We study filtered conformal ellipsoids: a frozen state-space filter emits a one-step predictive mean and covariance, and split-conformal calibration is applied to the resulting Mahalanobis sco...

Yannick Limmer · 0 citations
#machine learning Preprint May 2026

From Privacy to Generalization: Linear Max-Information Bounds for Differentially Private Learning Algorithms

This work derives explicit upper bounds on the approximate max-information of any algorithm that fulfills $(\epsilon, \delta)$-differential privacy or R\'enyi differential privacy, thereby going beyond the classical results for pure $\epsilon$-differential privacy.

Christoph H. Lampert, Max Cairney-Leeming, Hossein Zakerinia · 0 citations
#machine learning Preprint Open access Sep 2026

A Dual Representation of Influence Functions for Linearizable Models

In this paper, we present a dual representation of influence functions, whose computational complexity scales with dataset size rather than model size. Both analytically and experimentally, we show that this representation can be an efficient alternative to the original influence functions for estimating changes in par...

Zhenhuan Sun, Shahrokh Valaee · 0 citations
#machine learning Preprint Open access Sep 2026

Convergence Analysis of Newton's Method for Neural Networks in the Overparameterized Limit

A convergence analysis is developed for the regularized Newton method for training neural networks (NNs) in the overparameterized limit. As the number of hidden units tends to infinity, the NN training dynamics converge in probability to the solution of a deterministic limit equation involving a "Newton neural tangent...

Konstantin Riedl, Konstantinos Spiliopoulos, Justin Sirignano · 0 citations
#machine learning Preprint Open access Sep 2026

Why Does Agentic Safety Fail to Generalize Across Tasks?

AI agents are increasingly deployed in multi-task settings, where the task to perform is specified at test time, and the agent must generalize to unseen tasks. A major concern in such settings is safety: often, an agent must not only execute unseen tasks, but do so while avoiding risks and handling ones that materializ...

Yonatan Slutzky, Yotam Alexander, Tomer Slor et al. · 0 citations
#machine learning Preprint Open access Sep 2026

A Theory of Saddle Escape in Deep Nonlinear Networks

In deep networks with small initialization, training can exhibit long plateaus separated by sharp feature-acquisition transitions. Whereas shallow nonlinear networks and deep linear networks are well studied, extending these analyses to deep nonlinear networks remains challenging. We derive exact scalar and matrix iden...

Divit Rawal, Michael R. DeWeese · 0 citations
#machine learning Preprint Open access Sep 2026

Understanding and inverse design of implicit bias in stochastic learning: a geometric perspective

Can we design a model such that its stochastic training favours a desired class of solutions without enforcing an explicit penalty? Under suitable conditions, the interplay between symmetries of a model's weight parametrization and stochastic training favours particular solutions, inducing an implicit bias. Building on...

Nicola Aladrah, Emanuele Ballarin, Matteo Biagetti et al. · 0 citations
#machine learning Preprint Dec 2025

Shapley-based Data Valuation for LLM Alignment via Sequential Preference Optimization

It is shown that, when a model is aligned sequentially source by source, exact optimization makes each stage contribute additively to the log-probability of a full response, up to a prompt-dependent normalization constant, reducing the alignment cost of Shapley-based valuation from exponential to linear.

Mélissa Tamine, Otmane Sakhi, Benjamin Heymann et al. · 1 citation
#machine learning Preprint Open access Sep 2026

Neural Tractability via Structure: Learning-Augmented Algorithms for Graph Combinatorial Optimization

Neural solvers provide fast solutions to graph combinatorial optimization problems, but training alone does not guarantee solution quality. Exact methods guarantee optimality but can be prohibitively expensive. We propose Neural Fixed-Parameter Tractable (N-FPT), a neural-model-agnostic framework that uses parameterize...

Jialiang Li, Weitong Chen, Mingyu Guo · 0 citations
#machine learning Preprint Open access Sep 2026

Theoretical Refinement of CLIP by Utilizing Linear Structure of Optimal Similarity

In this study, we propose an enhancement to the similarity computation mechanism in multimodal contrastive pretraining frameworks such as CLIP. Prior theoretical research has demonstrated that the optimal similarity metrics between paired modalities should correspond to the pointwise mutual information (PMI) between th...

Naoki Yoshida, Satoshi Hayakawa, Yuhta Takida et al. · 0 citations
#machine learning Preprint Open access Sep 2026

Auditing Information Disclosure During Large-Scale Gradient-Based Training via Gradient Uniqueness

Auditing information disclosure across every datapoint during the training of LLMs is challenging. We propose a principled, attack-agnostic approach that uses mutual information to measure what the final model reveals about a datapoint's training membership. We show that this final-model disclosure is upper bounded by...

Sleem Abdelghafar, Maryam Aliakbarpour, Christopher Jermaine · 0 citations

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Microsoft Research Blog Oct 6, 2026

What AI gets wrong and what failure teaches us

Jennifer Neville did not want to go into computer science—but that’s exactly where she landed. Neville discusses the starts and stops that led to her professional sweet spot and her work identifying “surprising failures” making it hard for AI to handle complexity.  The post What AI gets wrong and what failure teaches us appeared first on Microsoft Research.

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