Higher Zariski Geometry
The goal of this seminar is to learn a categorification of Zariski geometry. Here you can find the program.
| Date | Speaker | Topic |
|---|---|---|
| 14.04.2026 | Giovanni Rossanigo | Introduction and distribution of talks |
| 21.04.2026 | Matteo Munafò | Stable and symmetric monoidal categories |
| 28.04.2026 | Giovanni Rossanigo | 2-rings |
| 05.05.2026 | Yiming Wang | Tensor triangular geometry and Balmer spectrum |
| 12.05.2026 | Antonin Milesi | A reconstruction theorem |
| 19.05.2026 | Bastiaan Cnossen | Lurie’s geometries and G-structured ∞-topoi I |
| 26.05.2026 | Bin Wu | Lurie’s geometries and G-structured ∞-topoi II |
| 02.06.2026 | Sil Linskens | The Zariski geometry on 2CAlg |
| 09.06.2026 | Zhenming Xu | Points of Spec |
| 16.06.2026 | Marco Volpe | Comparison with classical geometries |
| 23.06.2026 | Ningyi Li | Zariski descent for 2-rings |
| 30.06.2026 | Ou Liu | Zariski descent for modules |
| 07.07.2026 | Speaker | Support data |
| 14.07.2026 | Speaker | The telescope conjecture for 2-rings |