Analysis und Zahlentheorie
Prof. Dr. A. Krieg
(Prof. Dr. A. Krieg)
Modular forms in several variables
Relations with Jordan algebras
Construction of special modular forms and Dirichlet series
Theta series for special lattices
Hecke algebras
(Prof. Dr. R. Stens, Prof. Dr. H. Führ)
Signal analysis
Fourier analysis
Theory of Special functions
(Prof. Dr. H. Führ)
Representation theory of locally compact groups
Noncommutative Fourier analysis
Wavelet and Gabor analysis
(Prof. Dr. S. Walcher)
Symmetry and reducibility
Monotonicity properties and comparison theorems
Applications in life sciences