09.30-10.20 |
Dietrich Braess
A two-energies principle and an a posteriori error bound for the biharmonic equation
|
10.20-10.45 |
coffee break |
10.45-11.15 |
Sergey Repin
Constants in Poincare type inequalities for functions with zero mean boundary traces and
applications to quantitive analysis of PDEs |
11.15-11.45 |
Svetlana Matculevich
Functional type error estimates for parabolic I-BVP based on local Poincare-type
inequalities |
11.45-12.15 |
Monika Wolfmayr
Functional a posteriori estimates for cost functionals of elliptic optimal control
problems |
12.15-14.00 |
lunch |
14.00-14.30 |
Julian Fischer
Guaranteed a posteriori modeling error estimates for the assumption of perfect
incompressibility in the Navier-Stokes equation |
14.30-15.00 |
Andrea Cangiani
Adaptivity and Blow-up detection for nonlinear evolution problems |
15.00-15.30 |
coffee break |
15.30-16.00 |
Diane Guignard
A posteriori error estimation for elliptic partial differential equations
with small uncertainties |