Research Group Gabor Wiese’s research group

Discovering structures in numbers


The group members explore many facets of modern number theory and its applications, carry out and promote experimental mathematics, and highly value teaching.

Number Theory, Arithmetic Geometry and Applications


The group’s research portfolio includes theoretic and experimental work on modular and automorphic forms, Galois representations, the inverse Galois problem, elliptic curves and abelian varieties, as well as relations to cryptography. To learn more about the diversity of our research and researchers, see the links below.