Lehrstuhl für Analysis

On the vanishing viscosity limit for inhomogeneous incompressible Navier-Stokes equations on bounded domains (2026) Schröder J, Wiedemann E Journal article Ground state of Bose gases interacting through singular potentials (2026) Boßmann L, Leopold N, Petrat S, Rademacher S Journal article Strong Convergence of Vorticities in the 2D Viscosity Limit on a Bounded Domain (2026) Seis C, Wiedemann E, Woźnicki J Journal article Regularity aspects of Leray-Hopf solutions to the 2D inhomogeneous Navier-Stokes system and applications to weak-strong uniqueness (2026) Crin-Barat T, De Nitti N, Skondrić S, Violini A Journal article FOCUSING DYNAMICS OF 2D BOSE GASES IN THE INSTABILITY REGIME (2026) Boßmann L, Dietze C, Nam PT Journal article Conserved Quantities and Regularity in Fluid Dynamics (2026) Wiedemann E Book chapter / Article in edited volumes Relative energy method for weak-strong uniqueness of the inhomogeneous Navier-Stokes equations (2026) Crin-Barat T, Skondrić S, Violini A Unpublished / Preprint Energy conservation and vanishing viscosity limit for the primitive equations (2026) Nečasová Š, Tang T, Wiedemann E, Zhu L Journal article On the singular limit problem for nonlocal conservation laws: A general approximation result for kernels with fixed support (2025) Keimer A, Pflug L Journal article Relative energy method for weak–strong uniqueness of the inhomogeneous Navier–Stokes equations far from vacuum (2025) Crin-Barat T, Skondrić S, Violini A Journal article