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Projects

1. Research Training Group 2965: From geometry to numbers: Moduli, Hodge theory, rational points

   Schreieder, S. (Principal Investigator), Cuntz, M. (Co-Investigator), Derenthal, U. (Co-Investigator), Gao, Z. (Co-Investigator), Schütt, M. (Co-Investigator) & Stenger, I. (Co-Investigator)

   1 Oct 2024 → 30 Sept 2029

   Project: Research

2. Hodge theory of toroidal compactifications and Torelli theorems — K3 surfaces, abelian varieties, and IHSM

   Hulek, K. (Principal Investigator)

   1 Oct 2021 → 30 Sept 2024

   Project: Research

3. Topological properties of algebraic varieties

   Schreieder, S. (Principal Investigator)

   1 Apr 2020 → 31 Mar 2022

   Project: Research

4. Order zeta functions of number rings and resolution of singularities

   Frühbis-Krüger, A. (Principal Investigator)

   1 Aug 2017 → 31 Jul 2020

   Project: Research

5. Orbifold concepts in equivariant singularity theory

   Ebeling, W. (Principal Investigator) & Schütt, M. (Principal Investigator)

   1 May 2017 → 31 Aug 2021

   Project: Research

6. Compactifications of moduli spaces of K3 surfaces and IHSM

   Hulek, K. (Principal Investigator)

   1 Sept 2016 → 31 Dec 2019

   Project: Research

7. SURFARI: Arithmetic of algebraic surfaces

   Schütt, M. (Principal Investigator)

   1 Oct 2011 → 30 Sept 2016

   Project: Research