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Year of election: | 2006 |
Section: | Mathematics |
City: | Amsterdam |
Country: | Netherlands |
Research Priorities: Network theory, graph theory, combinatorics
Alexander Schrijver is a Dutch mathematician. His research focuses on the combinatorial optimisation of optimal algorithms for combinatoric problems, network and graph theory, and the combinatorics of polyhedrons.
He is considered one of the most significant scientists in the field of combinatorial and discrete optimisation. Alexander Schrijver studies designs, transversal theory, Kneser graphs, and matroids, a specific mathematical structure in linear algebra. He has conducted research into the classic problems of combinatorial optimisation such as packing, total dual integrality, and matchings as well as into new algorithms for polynomial solvability of several combinatorial optimisation problems. Additionally, Alexander Schrijver focuses on generalisations about higher-genus surfaces.