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Lagrangian Mean Curvature Flow: Progress and Problems
29 June 2018, 2:45 pm
The aim of the workshop is to bring together key players in Lagrangian mean curvature flow with young researchers to discuss recent progress and new ideas, develop collaborations and make decisive progress towards solving major open conjectures in the field.
Event Information
Open to
- Invitation Only
Organiser
-
Jason Lotay and Felix Schulze.
Location
-
Arrival: 6th Floor Mathematics Department
Talks will take place at University College London. The workshop will start in the morning on Thursday 4 January and finish by the evening of Friday 5 January.
Speakers
Jingyi Chen (UBC): The space of compact self-shrinking surfaces along Lagrangian mean curvature flow in the complex plane [abstract]
Dominic Joyce (Oxford): What should finite time singularities of LMCF look like? [slides]
Ben Lambert (UCL): Ancient solutions in Lagrangian mean curvature flow
Jason Lotay (UCL): Remarks on the Clifford torus
Knut Smoczyk (Hannover): Local non-collapsing of volume for the Lagrangian mean curvature flow
Mu-Tao Wang (Columbia/CUHK): A strong stability condition on minimal submanifolds [abstract]
Participants
Chris Evans (UCL)
Kim Moore (UCL)
Tommaso Pacini (Torino)
Felix Schulze (UCL)
Matthias Wink (Oxford)
Program
| Thursday 4 Jan | Friday 5 Jan |
|---|---|
| 09:00 Arrival | |
| 10:00 Mu-Tao Wang | 10:00 Knut Smoczyk |
| 11:00 Coffee/tea | 11:00 Coffee/tea |
| 11:30 Jingyi Chen | 11:30 Jason Lotay |
| 12:30 Lunch | 12:30 Lunch |
| 14:30 Discussion session: Dominic Joyce | 14:30 Discussion session |
| 15:30 Coffee/tea | 15:30 Coffee/tea |
| 16:00 Discussion session: Ben Lambert | 16:00 Discussion session |
| 18:45 Workshop dinner: Mestizo | 17:00 Close |
Talks will all take place in the room Physics A1/3 in the Physics Building at UCL.
Coffee/tea breaks and the arrival reception will all take place in Room 606 in the Maths Department at UCL, which is on the 6th Floor of 25 Gordon Street (the same building as the UCL Union)
Funded by
HIMR Leverhulme Trust Heilbronn Institute for Mathematical Research, Leverhulme Trust