Seiberg-Witten invariants and stable homotopy theory
Time and place: Tuesdays, 11 am - 1 pm, room 251, starting on October 29th
Further information: Prof. M. Furuta or Prof. D. Kotschick
Seminar plan
| Session | Speaker | Topic | |
|---|---|---|---|
| 29.10. | D. Kotschick | Introduction to the Seiberg-Witten equations (on 4-manifolds) | |
| 5.11. | M. Furuta | Applications to closed 4-manifolds | |
| 12.11. | M. Furuta | Finite-dimensional approximation | |
| 19.11. | B. Hanke | Spectra | |
| 26.11. | B. Hanke | Thom spaces, duality, and transversality | |
| 4.12. | T. Vogel | The Conley index | |
| 11.12. | T. Kuessner | Introduction to the Seiberg-Witten equations (on 3-manifolds) | |
| 18.12. | T. Kuessner | Manolescu's construction for rational homology 3-spheres | |
| 7.1. | no seminar | ||
| 14.1. | M. Furuta | Examples and applications | |
| 21.1. | M. Furuta | Examples and applications (continuation) | |
| 28.1. | K. Cieliebak | The relative index formula | |
| 4.2. | F. Loose | The relative index formula (continuation) |