| Date |
Topic |
Speaker(s) |
| We 5/2 |
Regularity for scalar variational problems |
Spencer |
| Th 5/3 |
Weyl and Minkowski problems |
Yang Guo |
| Tu 5/8 |
Introduction to constraint equations |
Gantumur |
| We 5/9 |
Convexity in scalar variational problems |
Spencer |
| Th 5/10 |
Simple properties of the Lorenz system |
Antony |
| Tu 5/15 |
Random metrics |
Dima |
| We 5/16 |
No seminar |
~ |
| Th 5/17 |
No seminar |
~ |
| Tu 5/22 |
Sobolev spaces |
Olivier |
| We 5/23 |
Quasiconvexity |
Brian |
| Th 5/24 |
Geometric model for the Lorenz system |
Antony |
| Tu 5/29 |
Einstein constraint equations |
Mashbat |
| We 5/30 |
Quasiconvexity |
Ben |
| Th 5/31 |
Explorations on the Lorenz and Rössler systems |
Antony |
| Fr 6/1 |
Conformal invariants from nodal sets |
Dima |
| Tu 6/5 |
No seminar |
~ |
| We 6/6 |
Regularity in variational problems |
Gantumur |
| Th 6/7 |
Overview of Tucker's thesis |
Antony |
| Tu 6/12 |
No seminar |
~ |
| We 6/13 |
No seminar |
~ |
| Th 6/14 |
No seminar |
~ |
| Tu 6/19 |
No seminar |
~ |
| We 6/20 |
Nonlinear elasticity |
Spencer |
| Th 6/21 |
The Lorenz system near the origin |
Antony |
| We 6/27 |
Sverak's example, Regularity |
Ben, Brian |
| Th 6/28 |
The Lorenz system near the origin |
Antony |
| Fr 6/29 |
Sobolev spaces, Sub-supersolutions |
Olivier, Mashbat |
| Mo 7/2 |
Weak solutions, wlsc |
Spencer, Gantumur |
| We 7/4 |
Weak solutions |
Spencer |
| Th 7/5 |
Rigorous numerics |
Antony |
| We 7/11 |
Random geometry |
Dima |
| We 7/11 |
Concentrated compactness |
Spencer |
| Th 7/12 |
A model for the Rössler system |
Antony |
| We 7/18 |
Borel-TIS inequality |
Linan |
| We 7/18 |
Strong convergence, concentration-cancellation |
Spencer, Gantumur |
| Th 7/19 |
Rössler system |
Antony |
| We 7/25 |
Compensated compactness |
Ben |
| Th 7/26 |
Horseshoe, SRB measure |
Antony |