IACM - FORTH  and  University of Crete

4th Workshop on Numerical Methods for Evolution Equations

Heraklion, Crete, 26 - 27 September 2008


Georgios Akrivis: The two-step BDF method for parabolic equations: a posteriori error estimates

Eberhard Baensch: Preconditioning for fourth order in space parabolic problems

Christine Bernardi: Time and space adaptivity for parabolic equations

Konstantinos Chrysafinos: Error estimates for the discontinuous Galerkin approximations for the Navier-Stokes equations

Etienne Emmrich: Convergence of the time discretisation of evolution problems and applications to fluid flow problems

Thierry Gallouet: Convergence of numerical schemes for the compressible Stokes equations (part I)

Emmanuil Georgoulis: A--posteriori error control for discontinuous Galerkin method for parabolic problems

Raphaele Herbin: Convergence of numerical schemes for the compressible Stokes equations (part II)

Patrick Joly: Higher order time stepping for second order hyperbolic problems and optimal CFL conditions.

Theodoros Katsaounis: Numerical and asympotic results on shear band formation

Omar Lakkis: Nonstandard a posteriori error bounds in Euler-Galerkin schemes for parabolic problems

Stig Larsson: Finite element approximation of the stochastic wave equation

Christian Lubich: Computing semi-classical quantum dynamics with Hagedorn wave packets

Mario Ohlberger: Reduced basis methods for evolution equations

Alexander Ostermann: High-order splitting methods for analytic semigroups

Cesar Palencia: A numerical method for an ill-posed problem in heat conduction

Marco Picasso: Adaptive finite elements with large aspect ratio: theory and practice

Jaques Rappaz: Domain decomposition method for computing ferromagnetic effects

Giuseppe Savare: Nonnegative solutions of nonlinear fourth order evolution equations via optimal transportation

Vidar Thomee: Time discretization of parabolic equations by Laplace transformation and quadrature

Chrysoula Tsogka: The fictitious domain method and applications in wave propagation.

Ragnar Winther: Mixed finite elements for linear elasticity and viscoelasticity

Georgios Zouraris: Finite element approximations for Klein-Gordon-Schroedinger systems

Institute of Applied and Computational Mathematics, FORTH, GR 71100 Heraklion-Crete

Department of Applied Mathematics, University of Crete, GR 714 09 Heraklion-Crete