**Past Workshops**

List of Talks

**Assyr Abdulle***Random time-step probabilistic methods for uncertainty quantification in chaotic and geometric numerical integration.***Georgios Akrivis***On the unconditional stability of implicit-explicit BDF methods.***Dimitrios Antonopoulos***Standard Galerkin - fourth-order explicit Runge-Kutta full discretization of the shallow water equations.***Lehel Banjai***Finite element methods for fractional powers of elliptic operators.***Sören Bartels***Approximation of gradient flows for self-avoiding inextensible curves and elastic knots.***Andrea Cangiani***A posteriori error estimation and adaptivity with general meshes.***Konstantinos Chrysafinos***Discontinuous Galerkin time-stepping schemes for the Allen-Cahn equation.***Alexandre Ern***Low-rank approximation of linear parabolic equations by space-time tensor Galerkin methods.***Patrick Joly***Finite element solution of elastodynamics equations using a decomposition of the displacement fields into potentials.***Fotini Karakatsani***On the error control for fully discrete approximations of the time-dependent Stokes equation.***Balázs Kovács***L² error estimates for wave equations with dynamic boundary conditions.***Christian Kreuzer***Quasi-optimality of parabolic spatial semi-discretisations.***Omar Lakkis***Saint-Venant's equations with rain: modeling, analysis and computations.***Mats Larson***Least squares stabilized Nitsche and shape optimization using parabolic evolution.***María López-Fernández***Mosaic-free efficient algorithms for time-fractional differential equations.***Dimitrios Mitsoudis***Imaging in a terminating waveguide.***Alexander Ostermann***A low-rank splitting integrator for large-scale problems.***Daniel Peterseim***Numerical simulation of the Gross-Pitaevskii equation with rough potentials.***Michael Plexousakis***A finite element method for the Helmholtz equation with nonlocal artificial boundary conditions in a two-dimensional waveguide.***Ian Smears***Time-parallel iterative solvers for parabolic evolution equations.*