JAM Walkshop on Computational PDEs

30 May 2024, 14:00 → 2 Jun 2024, 14:30 Europe/Berlin

Uni Jena

 

This event is part of the Jena-Augsburg Meeting (JAM) series and is organized by Dietmar Gallistl (Jena), Roland Maier (Karlsruhe), Ngoc Tien Tran (Augsburg).

Thursday 30 May

1 Dirk Praetorius (TU Wien)

Optimal interplay of adaptive mesh-refinement and iterative solvers for elliptic PDEs

2 Henry von Wahl (Jena)

talk

15:10 KAFFEE

3 Timo Neumeier (Augsburg)

Numerical approximation of semiconvex envelopes for isotropic functions

4 Selina Burkhard (KIT)

Time-dependent electromagnetic scattering from dispersive material laws

5 Timo Sprekeler (NUS Singapur)

Homogenization of nondivergence-form PDEs with discontinuous coefficients: analysis and numerical methods

Friday 31 May

6 Lars Diening (Bielefeld)

Pointwise gradient estimate of the Ritz projection

7 Joscha Gedicke (Bonn)

An equilibrated a posteriori error estimator for arbitrary-order Nédélec elements for magnetostatic problems

10:20 KAFFEE

8 Tabea Tscherpel (Darmstadt)

Exactly divergence-free finite elements on curved domains

9 Robert Altmann (Magdeburg)

Decoupled Time Integration of Poroelasticity

10 Tim Buchholz (KIT)

A non-iterative domain decomposition integrator for the linear wave equation

11 Time for discussion (chaired by Daniel Peterseim)

13:00 PAUSE

12 Philip Freese (TU Hamburg-Harburg)

Improving sub-mesoscale resolving ocean simulations

13 Daniel Eckhardt (KIT)

An implicit-explicit time discretization scheme for semilinear wave equations with application to multiscale problems

14 Ngoc Tien Tran (Augsburg)

Finite element methods for linear PDE of second order in nondivergence form

Saturday 1 June

15 Diskussion

Sunday 2 June

16 Florian Schneider (Leipzig)

Generalization of LOD method

17 Felix Krumbiegel (KIT)

A higher-order multiscale method for the heterogeneous wave equation

18 Carsten Carstensen (HU Berlin)

talk

19 Neela Nataraj (IIT Bombay)

Semi and fully-discrete analysis of lowest-order nonstandard finite element methods for the biharmonic wave problem

20 Roland Maier (KIT)

Localized implicit time-stepping for the wave equation and connections to domain decomposition