| Time: | Monday 13.15 - 15.00 (March 14 - April 11, April 25 - May 23). |
| Location: | All LNMB courses will be taught on-line until further notice. Upon registration for a course, students receive a link for the video connection. |
| Lecturers : | Prof.dr.ir. D. den Hertog (University of Amsterdam), Dr. Frans de Ruiter (Wageningen University & Research; and CQM) |
Course description:
Optimization problems often contain parameters that are uncertain. The recent methods developed in Robust Optimization try to find solutions that are robust against these uncertainties. The idea is to define a so-called uncertainty region for the uncertain parameters, and then require that the constraints should hold for all parameter values in this uncertainty region. For several optimization problems, and for several choices of the uncertainty region, it has been shown that this so-called robust counterpart problem can be reformulated as tractable optimization problems.
The main topics treated are:
Prerequisites:
- Knowledge of basic linear algebra.
-Knowledge of linear programming and duality.
- Basic knowledge of convex analysis and non-linear optimization.
Literature:
- Handouts.
- Lecture notes on Robust Optimization, by Dimitris Bertsimas and Dick den Hertog.
Examination:
Take home problems.
Address of the lecturers:
Prof.dr.ir. D. den Hertog
Faculty of Economics and Business, Section Business Analytics
University of Amsterdam
E-mail: d.denhertog@uva.nl