Discrete Optimization

Research Focus

The scientific work is mainly located in the area of Discrete Mathematics with a strong emphasis on optimization and geometry and the interaction of these two topics. Specific current research topics include: General methods to enhance the capabilities of state-of-the art integer programming solvers for highly symmetric models Extended formulations for discrete optimization problems Typical and extremal structures of general 0/1-polytopes, in particular random 0/1-polytopes.


Kanstantsin Pashkovich

PhD thesis: Extended Formulations for Discrete Optimization Problems (Aug. 31, 2012)
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