Titles of the talks:
Nicolai Bakaev, Helsinki
University of Technology
Parabolic problems with distribution-valued initial data under
discretization
Michel Crouzeix, Univ.
de Rennes
Around a von Neumann theorem
Thierry Gallouet, Univ.
de Provence, Marseille
Homogenization and numerical schemes
Rolf Grigorieff, Technische
Univ., Berlin
Resolvent estimates for second order differential operators,
a continuation
Anita Hansbo, University
Trollhattan Uddevalla, Sweden
Unfitted FEM's, based on Nitsche's method, for interface problems and
mesh patching
Raphaele Herbin, Univ.
de Provence, Marseille
Mathematical study of a petroleum-engineering scheme
for a system of nonlinear parabolic equations
Andreas Karagheorgis, Univ.
of Cyprus
An efficient spectral collocation algorithm for the solution
of the Helmholtz equation in a rectangle
Theodoros Katsaounis, ENS,
Paris
Second order kinetic schemes for the St. Venant system
Stig Larsson, Chalmers
Univ of Technology, Goeteborg
Error estimates for a finite element approximation of a stochastic
parabolic partial differential equation
Alain LeRoux, Univ. de
Bordeaux
On Hyperbolic Systems with a Source Term
Marie-Noelle LeRoux, Univ.
de Bordeaux
Numerical Solutions to Slow Diffusion Problems
Charalambos Makridakis, Univ. of Crete and IACM-FORTH
Alexander Ostermann,
Univ.
Innsbruck
Stability of operator splitting
Cesar Palencia, Univ.
de Valladolid
A differentiable, non-holomorphic calculus for elliptic operators
in divergence form
Benoit Perthame, ENS,
Paris
Rate of convergence in the viscosity method without BV bounds
Michael Plexousakis, Univ.
of Crete
Numerical investigation of blow-up phenomena associated
with a nonlinear heat equation
Jacques Rappaz, EPFL,
Lausane
About a phase field model for the solidification of a binary alloy
Giuseppe Savare, Univ.
of Pavia
Error estimates for the variational formulation of evolution
equations through the Wasserstein distance
Ian Sloan, Univ. of New
South Wales, Sydney
A non-time-stepping approach to parabolic problems
Vidar Thomee, Chalmers Univ of Technology, Goeteborg
Georgios Zouraris, Univ.
Aegean
A finite difference method for the 'parabolic' equation with a
dynamical boundary condition
Institute of Applied and Computational Mathematics, FORTH, GR 71100 Heraklion-Crete