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Matthias Köppe works in mathematical optimization and computational discrete mathematics, specializing in integer programming and concerned with mathematical optimization problems where variables take integer values subject to constrained linear inequalities. His research also studies the interaction of point lattices and polyhedra. Dr. Köppe employs techniques from discrete geometry, specifically focusing on Hilbert bases, as well as algorithmic enumerative combinatorics, such as rational generating functions. His notable publications include works on primal algorithms and integer polynomial optimization, contributing significantly to the field.
Department of Computer Science. GRE is NOT required.