Chairs of the Department of Mathematics


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 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


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