Seminar series
Date
Wed, 21 May 2008
Time
13:30 -
14:30
Location
Gibson 1st Floor SR
Speaker
Nicolas Condette
Organisation
Humboldt-Univ, Berlin
We propose and analyze a fully discrete Fourier collocation scheme to
solve numerically a nonlinear equation in 2D space derived from a
pattern forming gradient flow. We prove existence and uniqueness of the
numerical solution and show that it converges to a solution of the
initial continuous problem. We also derive some error estimates and
perform numerical experiments to illustrate the theory.