Tagung: Lurie's Elliptic Cohomology
Tagung: Lurie's Elliptic Cohomology
March 31 - April 4 , 2025, University of Wuppertal
Campus Grifflenberg, L.09.28 – Hörsaal 12 (How to get here?)
Organizers: Bhavna Joshi, Fei Ren, and Alexander Ziegler
The aim of the workshop is to have an overview of Lurie's Elliptic 1-3 in a single week. There will be two parts of this workshop:
- 9 lectures given by Jack Davies, and
- 9 background talks given by local speakers to facilitate a better understanding.
The detailed program can be found here: Program
Please register before March 10, 2025. Registration link (87 registered participants. Wow!😃)
If you have questions conerning this workshop, just drop me an email: renfei@uni-wuppertal.de
Notes: (2025.06.25 Update: Working in progress... )
Monday (March 31)
09:00-09:30 Coffee
09:30-10:00 Welcome (Jack Davies)
10:00-11:30 Background 1: Chromatic homotopy theory (Fei Ren)
Coffee
12:00-13:00 Lecture 1: Landweber exact functor theorem (Jack Davies)
14:30-16:00 Background 2: Elliptic curves and elliptic spectra (Ziqian Yin)
Coffee
16:30-17:30 Lecture 2: The Goerss–Hopkins–Miller theorems (Jack Davies)
Tuesday (April 1)
10:00-11:00 Background 3: Higher algebra and the \infty-category of spectra (Pengcheng Zhang)
Coffee
11:30-13:00 Background 4: From higher algebra to spectral algebraic geometry (Alexander Ziegler)
14:30-16:00 Background 5: Spectral abelian varieties and p-divisible groups and and their deformation theory (Alexander Ziegler)
Coffee
16:30-17:30 Lecture 3: Deformations of p-divisible groups (Jack Davies)
Wednesday (April 2)
10:00-11:30 Background 6: Spectral formal groups (Bhavna Joshi)
Coffee
12:00-13:30 Lecture 4: Orientation theory (Jack Davies)
(Free Afternoon)
Thursday (April 3)
10:00-11:30 Background 7: Lurie’s construction of Lubin–Tate spectra (Matthias Wendt)
Coffee
12:00-13:00 Lecture 5: Generalisation of the Landweber exact functor theorem (Jack Davies)
14:30-16:00 Lecture 6: Lurie’s construction of topological modular forms (Jack Davies)
Coffee
16:30-17:30 Lecture 7: Lurie’s theorem and functoriality of TMF (Jack Davies)
Friday (April 4)
10:00-11:30 Background 8: Equivariant stable homotopy theory (Doosung Park)
Coffee
12:00-13:00 Background 9: Tempered and equivariant elliptic cohomology theories I (Vincent Gajda)
14:30-16:00 Lecture 8: Tempered and equivariant elliptic cohomology theories II (Jack Davies)
Coffee
16:30-17:30 Lecture 9: Recent results and some future directions (Jack Davies)
Look, the happy us! 🥳🥳🥳
Mensa ME 02 / C@feteria ME 03
These two are the main food places on campus. Card payment only. Here is the daily menu.
Kneipe ME 04
It is also operated by the Uni, and usually the waiting time here is longer than the two above. They also serve alcohol and dinner. You can find their menu via the same link.
April 3 (Thursday), 19:00
Alaturka, Luisenstraße 63, 42103 Wuppertal
ZGS of University of Wuppertal
GRK 2240: Algebro-geometric Methods in Algebra, Arithmetic and Topology