AIME@CZ - Czech workshop on applied mathematics in engineering - Part II
Program an abstracts: http://homepages.laas.fr/henrion/aime@cz16/
The workshop, organized by Didier Henrion and Tomas Pajdla aims at reporting
recent achievements in applied mathematics in engineering on the Czech scene,
this time with a specific focus on the one hand on numerical methods, convex
optimization and optimal control, and on the other hand on the interplay
between real algebraic geometry and computer vision.
The workshop is organized within the scope of a French-Czech project funded by
CNRS, also involving Roxana Hess, Martin Kružík, Pierre Maréchal, Jean
Bernard Lasserre and Tillmann Weisser.
Quick program review (see http://homepages.laas.fr/henrion/aime@cz16/ for
Tuesday, October 18, 2016
09:00-10:00 - Bernd Sturmfels - Eigenvectors of Tensors
10:30-11:30 - Joe Kileel - Minimal Problems for the Calibrated Trifocal Variety
12:00-13:00 - Roxana Hess - Semidefinite approximations of the polynomial