Seminar on Stacks (PhD Seminar)
Termin: Montag 16-18 Uhr in WSC-N-U-4.05
Dozenten J. Heinloth
We will usually start the seminar with a discussion/Q&A/recap-session on one of the Thursday seminars.
Afterwards we discuss a topic/an article one of us wants to understand, the choice for the next topic is made at the end of the seminar. The list below will thus be updated regularly, a list of links to articles and preprints discussed is included below.
Termin | Vortragender | Titel |
---|---|---|
09.10.2023 | Federica Santi/Jochen Heinloth | Stability conditions for line bundles on nodal curves I |
16.10.2023 | Discussion | Stability conditions for line bundles on nodal curves II |
23.10.2023 | Discussion/Yingying Wang | Toric varieties / Cohomology of DL-Varieties |
30.10.2023 | Dario Weissmann/Jochen Heinloth | Pic(Bun_G) and group stacks |
06.11.2023 | Matteo Costantini | Local systems on proper DM-stacks |
13.11.2023 | Matteo Costantini/Jochen Heinloth | Local systems on proper DM-stacks II |
20.11.2023 | Federica Santi/Ludvig Modin | Unstable strata |
27.11.2023 | Chirantan Chodhury/Matteo Costantini | Local systems on proper DM-stacks III |
04.12.2023 | Benson Farb/Sara Torelli | VBAC-webinar talks |
11.12.2023 | Carolina Tamborini et al | RTG-Taks |
18.12.2023 | Ludvig Modin | The U-hat thorem |
08.01.2024 | Sveta Makarova | stability vs geometric stability |
15.01.2024 | Discussion | Stability conditions for chains, Blow-ups and singularities |
22.01.2024 | Jochen Heinloth | Weightd blow-ups and the invariant used for resolving singularities |
29.01.2024 | Davide/Ludvig/Michele | Discussion on curves with G_m-action |
Links to Articles and Preprints for the different topics:
Stability conditions for line bundles on nodal curves (by Nicola Pagani and Orsoloa Tommasi)
The line bundles on moduli stacks of principal bundles on a curve (by Indranil Biswas and Norbert Hoffmann)
Linearization of group stack actions and the Picard group of the moduli of SLr/μs-bundles on a curve. (by Yves Laszlo)
Local systems on proper algebraic V-manifolds. (by Carlos Simpson)