Project Leaders

Name Project
Bartels, Arthur, Prof. Dr. C03 - K-Theory of group algebras
Böhm, Christoph, Prof. Dr. B02 - Geometric evolution equations
Deninger, Christopher, Prof. Dr. A04 - New cohomology theories for arithmetic schemes
Ebert, Johannes, Prof. Dr. B03 - Moduli spaces of metrics of positive curvature
C01 - Automorphisms and embeddings of manifolds
Echterhoff, Siegfried, Prof. Dr. D02 - Exotic crossed products and the Baum–Connes conjecture
Hartl, Urs, Prof. Dr. A02 - Moduli spaces of p-adic Galois representations
A03 - Special cycles on moduli spaces of G-shtukas
Hein, Hans-Joachim, Prof. Dr. B05 - Scalar curvature in Kähler geometry
Hellmann, Eugen, Prof. Dr. A01 - Automorphic forms and the p-adic Langlands programme
A02 - Moduli spaces of p-adic Galois representations
Kerr, David, Prof. Dr. D04 - Entropy, orbit equivalence, and dynamical tilings
Kwiatkowska, Aleksandra, Prof. Dr. C05 - Rigidity of group topologies and universal minimal flows
Nikolaus, Thomas, Prof. Dr. A04 - New cohomology theories for arithmetic schemes
C02 - Homological algebra for stable ∞-categories
Santoro, Bianca, Dr. B05 - Skalarkrümmung in Kähler-Geometrie
Schneider, Peter, Prof. Dr. A01 - Automorphic forms and the p-adic Langlands programme
A02 - Moduli spaces of p-adic Galois representations
Siffert, Anna, Prof. Dr. B04 - Harmonic maps and symmetry
Tent, Katrin, Prof Dr. Dr. C04 - Hyperbolic groups acting sharply 2- or 3-transitively and the Burnside problem
Weiss, Michael, Prof. Dr. C01 - Automorphisms and embeddings of manifolds
Wiemeler, Michael, PD Dr. B01 - Curvature and Symmetry
Wilking, Burkhard, Prof. Dr. B01 - Curvature and Symmetry
B02 - Geometric evolution equations
Winter, Wilhelm, Prof. Dr. D01 - Amenable dynamics via C*-algebras
Wulkenhaar, Raimar, Prof. Dr. D03 - Integrability