DFG Individual Research Grants
- Modelling classical types: Algebraic group actions via algebras with symmetries (Dr. Magdalena Boos)
- Efficient sampling and representation of the grain boundary geometry and composition space: atomistic simulation meets statistical methodology (Prof. Dr. Holger Dette and PD Dr. Rebecca Janisch)
- New statistical tests for spatial random fields (Prof. Dr. Holger Dette)
- Precise asymptotics for functionals of point processes having fast decay of correlations (Prof. Dr. Peter Eichelsbacher)
- Adaptive multiscale methods for the Ginzburg–Landau equations of superconductivity (Prof. Dr. Patrick Henning)
- Graded tensor products, Schur positivity and mock theta functions (Prof. Dr. Deniz Kus)
- Topological modular forms and loop modules over lattice algebras (Prof. Dr. Gerd Laures)
- On the Cohomology of complements of complex reflection arrangements (Prof. Dr. Gerhard Röhrle)
- Inductive freeness of Ziegler's canonical multiplicity (Prof. Dr. Gerhard Röhrle)
- On hyperfactored and recursively factored arrangements (Prof. Dr. Gerhard Röhrle)
- Overgroups of distinguished unipotent elements in reductive groups (Prof. Dr. Gerhard Röhrle)
- Limit theorems for the volume of random projections of l_p balls (Prof. Dr. Christoph Thäle)
- Statistical inference for extreme values of time series based on moving block maxima (Prof. Dr. Axel Bücher)
