Arrival Date: Sunday June 3. Departure Date: Saturday June 9. All but one of our meetings are in Huxley 140. Registration and coffee/tea are in the Huxley 5th floor common room.
Schedule
MON 4 JUN |
TUE 5 JUN |
WED 6 JUN |
THU 7 JUN |
FRI 8 JUN |
|
9:00 -9:30 |
Registration | ||||
9:30-10:30 |
F. Schulze | J. Lotay 1 | J. Lotay 2 | L. Wang | R. Bryant |
10:30-11:30 |
Coffee/tea | Coffee/tea | Coffee/tea | Coffee/tea | Coffee/tea |
11:30-12:30 |
A. Waldron 1 | D. Joyce | A. Waldron 2 | P. Pandit 2 | S. Donaldson 1 |
12:30-14:30 |
Lunch | Lunch | Lunch | Lunch | Lunch |
14:30-15:30 |
E. Cabezas-Rivas 1 | E. Cabezas-Rivas 2 | P. Pandit 1 | C. Viana | S. Donaldson 2 Huxley 340 |
15:30-16:00 |
Coffee/tea | Coffee/tea | Coffee/tea | Coffee/tea | Coffee/tea |
16:00-17:00 |
T. Wiseman | A. Fino | Free discussion | C.-J. Tsai | Meeting ends |
19:00 |
Meeting dinner |
Speakers:
- Robert Bryant (Duke University), On solitons for the closed G2-Laplacian flow
- Esther Cabezas-Rivas (Goethe-Universität Frankfurt), The ABC of Ricci Flow
- Esther Cabezas-Rivas (Goethe-Universität Frankfurt), Ricci Flow, non-negative curvatures & beyond
- Sir Simon Donaldson (Imperial College London and SCGP), G2 manifolds with boundary
- Sir Simon Donaldson (Imperial College London and SCGP), Adiabatic limits, multi-valued harmonic functions and the Nash-Moser-Zehnder theory
- Anna Fino (University of Turin), Laplacian flow and special metrics
- Dominic Joyce (Oxford University), On Mirror Symmetry, Fukaya categories, and Bridgeland stability, with a view towards Lagrangian Mean Curvature Flow
- Jason Lotay (University College London), The G2 Laplacian flow: introduction and overview
- Jason Lotay (University College London), The G2 Laplacian flow: progress and outlook
- Pranav Pandit (University of Vienna), Categorical Kähler Geometry
- Pranav Pandit (University of Vienna), Gradient flows, iterated logarithms, and semistability
- Felix Schulze (University College London), Singularity formation in Lagrangian mean curvature flow
- Chung-Jun Tsai (National Taiwan University), A strong stability condition on minimal submanifolds
- Celso Viana (University College London), The evolution of the Whitney sphere along mean curvature flow
- Alex Waldron (SCGP), Recent developments in Yang-Mills flow
- Lu Wang (University of Wisconsin, Madison), Properties of self-similar solutions of mean curvature flow
- Toby Wiseman (Imperial College London), Some applications of Ricci flow in physics