In this term we want to learn some basics about \(\infty\)-categories and \(E_\infty\)-algebras.
Here is a preliminary program .
The seminar takes place on Wednesdays 10:15 - 11:45 in room G.13.18(BUW).
| Talk | Day | Speaker |
|---|---|---|
| 1. Introduction: \(E_\infty\)-algebras and Wortschatz (distribution of the talks) | 17.04.24 | Fei |
| no talk | 24.04.24 | |
| no talk | 01.05.24 | |
| 2. Simplicial sets and infinity categories | 08.05.24 | Doosung |
| 3. Symmetric monoidal categories | 15.05.24 | Pengcheng |
| no talk | 22.05.24 | |
| 4. Model categories | 29.05.24 | Daan |
| 5. Derived categories (as triangulated categories) | 04.06.24 (Tuesday, G.13.18, 14-16) | Ziqian |
| 6. Derived functors (as triangulated functors) | 05.06.24 | Dzoara |
| 7. Nonabelian derived category theory: Animation (of a 1-category) | 12.06.24 | Andreas |
| 8. Excursion: classical cotangent complex | 18.06.24 (Tuesday, G.13.18, 14-16) | Mattia |
| 9. Example of a nonabelian derived functor: the cotangent complex | 19.06.24 | Vincent |
| 10. Stable \(\infty\)-categories, e.g. \(D(A)\) | 26.06.24 | Erik |
| 11. Symmetric monoidal \(\infty\)-categories via correspondences | 03.07.24 | Tobias |
| 12. Symmetric monoidal \(\infty\)-categories via \(\infty\)-operads | 10.07.24 | Tommy |
| 13. \(D(R) =\) ModR and hence is symmetric monoidal | 17.07.24 | Kay |