Arrival date: Sunday, April 8, 2018. Departure date: Friday, April 13, 2018.
The conference venue is the 21C Hotel in downtown Durham, North Carolina.
Schedule
MON 9 APR |
TUE 10 APR |
WED 11 APR |
THU 12 APR |
FRI 13 APR |
|
8:00 -9:00 |
Breakfast | Breakfast | Breakfast | Breakfast | Breakfast |
9:00-10:00 |
R. Zhang | J. Cheeger | X. Rong | R. Zhang | D. Morrison |
10:00-10:15 |
Q+A | Q+A | Q+A | Q+A | Q+A |
10:15-11:00 |
Coffee | Coffee | Coffee | Coffee | Coffee |
11:00-12:00 |
Y. Zhang | R. Mazzeo | R. Mazzeo | Y. Li | Y. Li |
12:00-2:00 |
Lunch/Discussion | Lunch/Discussion | Lunch/Discussion | Lunch/Discussion | Lunch/Discussion |
2:00-3:00 |
G. Wei | G. Chen | L. Foscolo | M. Haskins | S. Salamon |
3:00-3:30 |
Coffee | Coffee | Coffee | Coffee | Coffee |
3:30-4:30 |
R. Zhang | Y. Zhang | J. Viaclovsky | Discussion | |
7:00-9:00 |
Conference banquet |
Speakers:
- Jeff Cheeger (Courant), Curvature and injectivity radius estimates for Einstein 4-manifolds
- Gao Chen (IAS), Classification of gravitational instantons
- Lorenzo Foscolo (Heriot-Watt), Examples of collapsing 4-dimensional hyperkähler metrics
- Mark Haskins (Bath), Uncollapsing highly collapsed G2 holonomy metrics
- Yang Li (Imperial College London), Nonlinear perspective of collapsing CY metrics on K3 fibred 3-folds
- Yang Li (Imperial College London), A gluing construction of collapsing CY metrics on K3 fibred 3-folds
- Rafe Mazzeo (Stanford), The large-scale structure of the Hitchin moduli space
- Rafe Mazzeo (Stanford), Analysis of elliptic operators on complete spaces with asymptotically regular collapsing geometry
- Dave Morrison (UC Santa Barbara), Collapsing metrics in string theory and M-theory
- Xiaochun Rong (Rutgers), Collapsed manifolds with Ricci local bounded covering geometry
- Simon Salamon (King’s College London), Automorphisms of Fano contact manifolds
- Jeff Viaclovsky (UC Irvine), Gravitational collapsing of K3 surfaces I
- Guofang Wei (UC Santa Barbara), Manifolds with integral curvature bounds
- Ruobing Zhang (Stony Brook), Introduction to Ricci curvature and the convergence theory
- Ruobing Zhang (Stony Brook), Quantitative nilpotent structure and regularity theorems of collapsed Einstein manifolds
- Ruobing Zhang (Stony Brook), Gravitational collapsing of K3 surfaces II
- Yuguang Zhang (Imperial College London), Collapsing of Calabi-Yau manifolds and special lagrangian submanifolds
- Yuguang Zhang (Imperial College London), Collapsing of HyperKahler manifolds