Oberseminar Nichtlineare Differentialgleichungen

Abteilung für Differentialgleichungen

Gemeinsames Seminar des Lehrstuhls für Analysis und Modellierung und der Abteilung für Differentialgleichungen

Alle Interessierte sind zum Oberseminar herzlich willkommen.

Seit Sommeresemster 2022 wir das Seminar gemeinsam durch den Lehrstuhl für Analysis und Modellierung und der Abteilung für Differentialgleichungen veranstaltet.

Jun.-Prof. Christina Lienstromberg
Prof. Guido Schneider
Prof. Wolf-Patrick Düll

Oberseminar Wintersemester 2023/2024

Datum Raum Sprecher/Titel
15.12.2023
10:00
8.526 Prof. Guido Schneider (Universität Stuttgart)
On the validity of the Ginzburg-Landau approximation - some open problems
01.12.2023
10:00
8.526 Raphael Taraca M.Sc. (Universität Stuttgart)
The DNLS approximation in case of quadratic nonlinearities 
17.11.2023
10:00
8.526 Luis Österle B.Sc. (Universität Stuttgart)
Validity of the Nonlinear Schrödinger Approximation for a One-dimensional Quasiliear Dispersive equation with Periodic Coefficients
Abstract
03.11.2023
10:00
8.526 Olivia Cannon M.Sc.  (University of Minnesota) 
Shifting clusters in social dynamics: a nonlocal approach 
Abstract

 

Oberseminar Sommersemester 2023

Datum Raum Sprecher/Titel
14.07.2023
10:15
8.526 Dr. Sam Jelbert (TU München) 
Formal Modulation Theory for Dynamic Bifurcations in PDEs 
Abstract
30.06.2023
10:15
8.526 Prof. Dmitry Pelinovsky (McMaster University)
Singular nonlinear waves in mathematical models of nonlinear optics 
Abstract
23.06.2023
10:15
8.526 Prof. Christopher Chong (Bowdoin College)
Dynamics of time-modulated, nonlinear phononic lattices
Abstract
16.06.2023
10:15
8.526 Adrian Schoch B.Sc. (Universität Stuttgart)
A justification of the lubrication approximation for thin-film flows
02.06.2023
10:15
8.526 Prof. C. Eugene Wayne (Boston University) 
Breathers and the Implicit Function Theorem
Abstract
08.05.2023
11:30
4.331 Lorenzo Carfora B.Sc. (University of Strathclyde und Universität Stuttgart)
On the validity of the Nonlinear Schrödinger approximation with applications to relativistic Bose-Einstein Condensation
Abstract
05.05.2023
10:15
8.526

Dr. Stefan Schiffer (Max-Planck-Institut Leipzig)
A variational approach to the (non-newtonian) Navier-Stokes equations
Abstract

 

Oberseminar Wintersemester 2022/2023

Datum Raum Sprecher/Titel
03.02.2023
10:15
8.526 Dr. Jonas Jansen (Lund University)
The gradient-flow structure of non-Newtonian thin-film equations
Abstract
27.01.2023
10:15
8.526 Dr. Katerina Nik (Universität Wien)
Some variational problem in morphoelasticity
Abstract
11.01.2023
11:30
8.256

Dr. Gabriele Brüll (Lund University)
On Traveling Waves for the Fractonal KP-I Equation
Abstract

16.12.2022
10:15
8.526 Prof. Ioannis Giannoulis (University of Ioannina)
Interaction of modulated gravity water waves of finite depth
Abstract
02.12.2022
10:15
8.526 Dr. Richard Schubert (Universität Bonn)
An L^1 based approach to optimal relaxation of gradient flows: bump-like solutions of the 1-D Cahn-Hilliard equation 
Abstract
04.11.2022
10:15
8.526 Dr. Anna Logioti (Universität Stuttgart)
A non-local free boundary problem arising in a model of cell polarization
21.10.2022
10:15
8.526 Aleksandar Arsenijevic M. Sc. (Universität Stuttgart)
Justification of the Ginzburg-Landau equation in the case of conservation laws 

 

Oberseminar Sommersemester 2022

Datum Raum Sprecher/Titel
15.07.2022
10:00
Webex

Dr. Roberto Feola (Università Degli Studi Roma Tre)
Long time NLS approximation for the quasilinear Klein-Gordon equation on large domains under periodic boundary conditions

01.07.2022
10:00
Webex

Daniel Tietz M.Sc. (Martin-Luther-Universität Halle-Wittenberg)
Rigorous Asymptotic Analysis and Numerics for 2D Maxwell's Equations with Interface
Abstract

28.06.2022 8.526

Dr. Matthias Winter (Brunel University London)
Spiky Patterns in a Consumer Chain Model

23.06.2022
10:00 Uhr
8.526

Sarah Hofbauer M.Sc. (Universität Stuttgart)
The Whitham approximation for a system with unstable resonances

02.06.2022
10:00 Uhr
8.526

Raphael Taraca M.Sc. (Universität Stuttgart)
Klein-Gordon-Zakharov und verwandte Systeme 

20.05.2022
10:45 Uhr
Webex

Dr. Richard Schubert (Universität Bonn)
A variational approach to data-driven problems in fluid mechanics
Abstract

 

Zum Seitenanfang