About Our Research Group
Website of the computational arithmetic geometry research group at IWR, Heidelberg University. Conducting cutting-edge research in algebraic number theory and arithmetic geometry.
Research Focus
Focus on Galois representations, modular forms, elliptic curves, deformation theory, and function field arithmetic including L-functions and Drinfeld modular forms.
Our Methods
We apply theoretical methods and computer algebra experiments to solve problems in number theory and arithmetic geometry, developing computational tools and gathering examples.