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From the 1 of 12 linked papers with an AI index.

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12 papers

math.OC2026

Lecture Notes: Convex Optimization

Andreas Habring

These lecture notes introduce the theory and algorithms of convex optimization, covering existence results, projected subgradient descent, proximal‑gradient and accelerated gradien…

math.NA2026

Ergodicity of Langevin Dynamics and its Discretizations for Non-smooth Potentials

Lorenz Fruehwirth, Andreas Habring

This article is concerned with sampling from Gibbs distributions using Markov chain Monte Carlo methods. In particular, we investigate Langevin dynamics in…

cs.LG2026

Generating Physically Consistent Molecules with Energy-Based Models

Christoph Griesbacher, Lea Bogensperger, Andreas Habring +1

Molecules in equilibrium follow a Boltzmann distribution, making the underlying energy landscape a physically grounded modeling objective. However, such landscapes are difficult to…

math.NA2026

Forward-KL Convergence of Time-Inhomogeneous Langevin Diffusions

Andreas Habring, Martin Zach

Many practical samplers rely on time-dependent drifts -- often induced by annealing or tempering schedules -- to improve exploration and stability. This motivates a unified non-asy…

math.ST2026

Time-Inhomogeneous Preconditioned Langevin Dynamics

Alexander Falk, Laurenz Nagler, Andreas Habring +1

Langevin sampling from distributions of the form faces two major challenges: (global) mode coverage and (local) mode exploration. The first challenge is…

eess.IV2026

The Gaussian Latent Machine: Efficient Prior and Posterior Sampling for Inverse Problems

Muhamed Kuric, Martin Zach, Andreas Habring +2

We consider the problem of sampling from a product-of-experts-type model that encompasses many standard prior and posterior distributions commonly found in Bayesian imaging. We sho…