Project Details
SFB 1785: Generalised Motivic Methods in Geometry
Subject Area
Mathematics
Term
since 2026
Project identifier
Deutsche Forschungsgemeinschaft (DFG) - Project number 560334683
No abstract available
DFG Programme
Collaborative Research Centres
Current projects
- A01 - Motivic homotopy theory without 𝔸1-invariance (Project Heads Cisinski, Denis-Charles ; Hoyois, Marc ; Strunk, Florian )
- A02 - Non-commutative homotopy theory (Project Heads Bunke, Ulrich ; Land, Markus )
- A03 - Spectral theory for Dirac operators (Project Heads Ammann, Bernd Eberhard ; Bunke, Ulrich ; Hanke, Bernhard )
- A04 - Synthetic category theory (Project Heads Cisinski, Denis-Charles ; Löh, Clara ; Moser, Lyne ; Walde, Tashi )
- A05 - Nested 𝔼n-actions and factorization algebras (Project Heads Moser, Lyne ; Scheimbauer, Claudia ; Walde, Tashi )
- A06 - Pure local systems over p-adic local fields (Project Heads Kerz, Moritz ; Ziegler, Paul )
- A07 - Independence of 𝓁 (Project Heads Cisinski, Denis-Charles ; Hoyois, Marc )
- A08 - An adelic theory of heights (Project Heads Gubler, Walter ; Künnemann, Klaus )
- A09 - Torsion and dynamics (Project Heads Friedl, Stefan ; Gubler, Walter ; Löh, Clara )
- A10 - Stable norms and geometry (Project Heads Ammann, Bernd Eberhard ; Friedl, Stefan ; Löh, Clara )
- A11 - Equivariant motivic cohomology and CM abelian varieties (Project Head Kings, Guido )
- A12 - Motivic aspects of hermitian K-theory (Project Heads Hoyois, Marc ; Land, Markus ; Steimle, Wolfgang )
- A13 - Cobordism categories and surgery (Project Heads Land, Markus ; Steimle, Wolfgang )
- A14 - Beyond scalar curvature (Project Heads Ammann, Bernd Eberhard ; Hanke, Bernhard )
- A15 - Rabinowitz Floer homology and Tate-like structures (Project Head Cieliebak, Kai )
- MGK - Research Training Group (Project Heads Bunke, Ulrich ; Künnemann, Klaus )
- Z01 - Central tasks (Project Head Löh, Clara )
Applicant Institution
Universität Regensburg
Participating University
Johannes Gutenberg-Universität Mainz; Ludwig-Maximilians-Universität München; Technische Universität München; Universität Augsburg
Spokesperson
Professorin Dr. Clara Löh
