Title: A compactness theorem for the Seiberg-Witten equations with multiple spinors in dimension three
2016.04.01 |
| Date | Wed 13 Apr |
| Time | 15:30 — 16:30 |
| Location | 1530-215 (Aud. D3) |
Abstract:
I will show that an arbitrary sequence of the Seiberg--Witten monopoles with multiple spinors on a closed 3-manifold has a subsequence, which converges (after a suitable rescaling) outside a subset Z of dimension at most one. I will also discuss topological properties of Z.
