Lehre Oberseminar SS 25 Das Oberseminar findet an folgenden Terminen von 17.00-18.00 im Seminarraum B (R210) statt 14.04.25: Richard Boadi (Clausthal): Lp Spaces 28.04.25: Erwin Luesink (Amsterdam): Stochastic […] (Clausthal): Well-posedness of the Magnetohydodynamical system in the critical setting Oberseminar WS 24/25 Das Oberseminar findet an folgenden Terminen von 17.00-18.00 im Seminarraum B (R210) statt 21.10.24: […] ki Dynamics 29.01.25: Anatole Gaudin (Clausthal): Besov Spaces as Spaces of Traces Oberseminar SS 24 Das Oberseminar findet an folgenden Terminen von 17.00-18.00 im Seminarraum B (R210) statt 08.04.24:
Oberseminar (IASOR) Oberseminar am Institut für Angewandte Stochastik und Operations Research im Wintersemester 16/17. Veranstaltungsort: Seminarraum A oder B Themenübersicht Wintersemester 16/17 Datum
13:15 Oberseminar Analysis und Spektraltheorie Fathi Bayazit, Fachbereich Mathematik, Universität Tübingen Asymptotik von periodischen Evolutionsfamilien Seminarraum A 1.2.2012, 15:15 Oberseminar Analysis […] Interdisziplinäres Oberseminar Operations Research Herr PD Dr. Gerold Jäger Die Theorie der Toleranzen und Anwendungen auf das Traveling Salesman Problem 06.07.2011 Interdisziplinäres Oberseminar Operations Research […] 20.10.2010, 10:15 Oberseminar Analysis und Spektraltheorie Andreas Schmied, Ein weiteres Spektrum für nichtlineare Operatoren in Banachräumen Seminarraum A 21.10.2010, 10:15 Oberseminar Analysis und Spe
hungen (Numerische Mathematik II) S 0800 Oberseminar Numerische Analysis S 0900 Kolloquium des Institutes für Mathematik S 0820 Interdisziplinäres Oberseminar "Operations Research" S 0206 Vertiefung Analysis
Abstrakt: We study slow-fast systems of coupled equations from fluid dynamics, where the fast component is perturbed by additive noise. The focus will be on the Navier-Stokes equations, although the t
Abstrakt: We study a finite-element based space-time discretisation for the 2D stochastic Navier--Stokes equations in a bounded domain supplemented with no-slip boundary conditions. We prove optimal c
Abstrakt: I will discuss certain homogenization and large-scale regularity results in degenerate and/or singular random media. First I describe a quenched invariance principle and local limit theorem
Abstrakt: The intermediate long wave equation (ILW) models water waves of finite depth, connecting the Benjamin-Ono equation (deep-water limit) and the KdV equation (shallow-water limit). Convergence
Abstract: Homotopy methods are attractive due to their capability of solving difficult optimization and optimal control problems. The underlying idea is to construct a homotopy, which may be considere
Abstrakt: We study the 2D Navier-Stokes equation with transport noise subject to periodic boundary conditions. Our main result is an error estimate for the time-discretisation showing a convergence ra
