POSTERS
The following have been chosen to present posters at FoCM:
- Ilir Capuni (University of
Montenegro, Podgorica)
"Cryptography in BSS computational model"
- X. Dahan (École
Polytechnique, Palaiseau)
"On the complexity of the D5 principle"
- Vasile Gradinaru
(Universität Tübingen)
"Strang splitting for the time-dependent Schrödinger equation
on sparse grids"
- Alexander Grm (TU Keiserslautern)
"Numerical solution for anti-planar shear model for granular flow using
Runge-Kutta discontinuous-Galerkin method with adaptive mesh refinement"
- Mathias Hein (Max Planck
Institute, Tübingen)
"From graphs to manifolds - Strong pointwise consistency of
graph Laplacians"
- Sebastian Heinz (Humboldt
University, Berlin)
"Complexity of integer quasiconvex polynomial optimization"
- Guillem Huguet (Universidad
Pública de Navara, Pamplona)
"Invariant computation of linear hamiltonian vector fields"
- Vanessa López
(Lawrence Berkeley National Laboratory, Berkeley)
"Relative periodic solutions of the complex Ginzburg-Landau equation"
- Sofia Pinzon (Universidad Industriel de Santander, Colombia)
"The combinatorial geometry of general flag manifolds"
- Peter Scheiblechner
(University of Paderborn)
"Counting irreducible components of algebraic varieties"