The main areas of research at the Chair of Complex Analysis
are *Geometric Complex Analysis* and *Number Theory*.

In *Complex Analysis* the emphasis is on Geometric Function Theory,
Conformal Geometry, Geometric PDEs
and Holomorphic Evolution Equations.

In *Number Theory* the main interests lie in Zeta- and L-functions, Diophantine
Analysis, Modular Forms and Elliptic Curves.