MIGOS
Winter semester 2026/2027
The Motives in Geometry Oberseminar (MIGOS) is the learning seminar of the CRC. This semester it will be about the theory of derived manifolds and moduli spaces of elliptic PDE's.
Organizers: Bastiaan Cnossen and Sil Linskens
Time and place: Tuesday 10-12 in M311
Zoom details: link
You can find a detailed program of the seminar in the following git repository.
| Date | Speaker | Topic | |
|---|---|---|---|
| 1 | 13.10 | Bernd Ammann | Introduction |
| 2 | 20.10 | Johannes Vinnemeier | $C^\infty$-rings |
| 3 | 27.10 | Paawan Jethva | Geometric constructions in $C^\infty$-rings |
| 4 | 03.11 | Tashi Walde | Derived manifolds |
| 5 | 10.11 | Christoph Winges | Computing derived intersections |
| 6 | 17.11 | Adrian | Tangent and cotangent complexes |
| 7 | 24.11 | Simone Zahn | Quasi-smooth derived manifolds and Kuranishi charts |
| 8 | 01.12 | Milan Zerbin | Derived bordism and fundamental classes |
| 9 | 08.12 | Giulia Morelli | Stacks and local representability |
| 10 | 15.12 | TBD | Section stacks and derived solution stacks |
| 11 | 12.01 | Shai Keidar | Elliptic representability I: local reductions |
| 12 | 19.01 | Bastiaan Cnossen | Elliptic representability II: the local Kuranishi criterion |
| 13 | 26.01 | Pelle Steffens | Elliptic representability I: the analytic input |
| 14 | 02.02 | Sil Linskens | Pseudo-holomorphic curves as a derived moduli problem |