German

Chairs of the Department of Mathematics

chair	research topics & professors
Applied Mathematics	numerical and applied analysis with applications in systems and control theory, function space oriented optimization, set-valued numerics Prof. Dr. Lars Grüne Prof. Dr. Anton Schiela
Applied and Numerical Analysis	gridless methods for partial differential equations, scientific computing, radial basis functions Prof. Dr. Holger Wendland
Computer Algebra	computer algebra, algorithmic arithmetic geometry, coding theory Prof. Dr. Michael Stoll
Scientific Computing	numerical methods for partial differential equations, differential-algebraic equations, optimal control, numerical analysis, scientific computing Prof. Dr. Mario Bebendorf Prof. Dr. Kurt Chudej
Complex Analysis	complex analysis, algebraic geometry Prof. Dr. Thomas Peternell
Mathematics VIII	algebraic geometry Prof. Dr. Mihai Paun Prof. Dott. Fabrizio Catanese Prof. Dr. Ingrid Bauer Apl. Prof. Dr. Michael Lönne
Mathematics and Didactics	teaching and education in mathematics, mathematical capabilities, systematic development of education, dynamical mathematics, digital media in education Prof. Dr. Volker Ulm Apl. Prof. Dr. Alfred Wassermann
Nonlinear Analysis and Mathematical Physics	nonlinear differential equations, integrable systems, random matrices Prof. Dr. Thomas Kriecherbauer Prof. Dr. Gerhard Rein
Stochastics	stochastics and mathematical statistics Prof. Dr. Andreas Christmann Prof. Dr. Melanie Birke Apl. Prof. Dr. Walter Olbricht
Mathematics in Economy	discrete (online) optimization, applications in telecommunications, logistics and traffic, underling discrete structures Prof. Dr. Jörg Rambau PD Dr. habil. Sascha Kurz
Number Theory	number theory, especially Galois theory as well as analytical and algebraic number theory Prof. Dr. Michael Dettweiler PD Dr. Stefan Reiter