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<td> | <td> Raphael Schmidpeter </td> | ||
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<td> ''Cheeger finiteness theorem'' </td> | <td> ''Cheeger finiteness theorem'' </td> |
Revision as of 13:54, 3 June 2024
Higher Invariants Oberseminar (HIOB) (Summer Semester 2024)
Gromov-Hausdorff convergence and metric geometry
HIOB-Organizers:
Jonathan Glöckle, Julian Seipel, Matthias Uschold
Time and place:
The HIOB will take place in the SFB Seminar Room every Monday at 12.15-13.45.
Zoom Details:
Meeting ID: 689 8268 6289
Schedule
The detailed program is here: (pdf).
Date | Room | Speaker | Topic | ||||
1 | 15 April | M 311 | Andrea Panontin | Hausdorff and Gromov-Hausdorff distance | |||
2 | 22 April | M 311 | Lukas Krinner | Gromov-Hausdorff convergence | |||
3 | 29 April | M 311 | Debam Biswas | Universal spaces | |||
4 | 6 May | M 311 | Niklas Kipp | Alexandrov geometry I | |||
- | 13 May | No HIOB: Conference "From Analysis to Homotopy Theory" | |||||
- | 20 May | Holiday | |||||
5 | 27 May | M 311 | Johannes Gloßner | Alexandrov geometry II | |||
6 | 3 June | M 311 | Benjamin Dünzinger | Pointed Gromov-Hausdorff convergence and C^k-convergence | |||
7 | 10 June | M 311 | Raphael Schmidpeter | Cheeger finiteness theorem | |||
8 | 17 June | M 311 | Chiara Sabadin | Introduction to geometric group theory | |||
B | 24 June | PHY 5.1.01* | Bonus talk: Applied topology in viral evolution | ||||
9 | 1 July | PHY 5.1.01* | Gromov’s theorem on polynomial growth | ||||
10 | 8 July | PHY 5.1.01* | The Bestvina-Paulin method | ||||
D | 15 July | PHY 5.1.01* | Discussion for the next HIOB |
* Change of rooms due to Summer School "Interactions between algebra, equivariance, and homotopy theory" (on 24 June) and construction works starting 1 July.