activity
20132026
most citedEnhanced dissipation in the Navier-Stokes equations near the Poiseuille flow

73 citations · 233 across the 23 of their papers we have counts for

collaborators

28 papers

math.AP2026

Global dynamics in the 3D pressureless Euler-Poisson system for ions

Lucas Ertzbischoff, Catalina Jurja, Klaus Widmayer

In this work we consider the pressureless Euler-Poisson system on describing ion dynamics, which is a common model in the study of cold plasma. We prove global regul…

math.PR2026

An effective energy-enstrophy diffusion process with a condensation bound

Alain-Sol Sznitman, Klaus Widmayer

We use Gaussian measure on to define the coefficients of an elliptic diffusion and show that it lives in an open cone of . One component represents ens…

math.PR2026

An inviscid limit to an effective energy-enstrophy diffusion process

Alain-Sol Sznitman, Klaus Widmayer

In this article we consider a stationary -dimensional Galerkin-Navier-Stokes type evolution with Brownian forcing and random stirring (of arbitrarily small strength that plays t…

math.AP2025

Modified scattering dynamics in the Vlasov-Poisson equation near an attractive point mass

Bernhard Kepka, Klaus Widmayer

We study the long-time behavior of radially symmetric solutions to the Vlasov-Poisson equation consisting of an attractive point mass and a small, suitably localized and absolutely…

math.AP2025

Increased lifespan for 3D compressible Euler flows with rotation

Haram Ko, Benoit Pausader, Ryo Takada +1

We consider the compressible Euler equation with a Coriolis term and prove a lower bound on the time of existence of solutions in terms of the speed of rotation, sound speed and si…

math.AP2025

The cubic NLS on the line with an inverse square potential

Joachim Krieger, Wilhelm Schlag, Klaus Widmayer

We establish modified scattering for solutions of the cubic NLS on the line with a repulsive inverse square potential and small localized data. The method is based on a comparison…