Pacific Northwest Geometry Seminar2011 Spring MeetingSaturday and Sunday, May 7 and 8, 2011 |
Saturday, May 7 |
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9:45 - 10:50: | Coffee, tea, breakfast snacks |
10:50 - 12:00: | Colleen Robles (Texas A&M) |
12:00 - 1:30: | Lunch |
1:30 - 2:40: | Craig Sutton (Dartmouth) Hearing the moments of inertia of a rigid body |
2:45 - 3:55: | Christina Sormani (CUNY Graduate Center/Lehman College) The Positive Mass Theorem, the Penrose Inequality and the Intrinsic Flat Distance Open problems |
4:00 - 4:30: | Coffee, tea, snacks |
4:30 - 5:40: | Ben Chow (UC San Diego) Some estimates for gradient Ricci solitons Open problems |
6:30: | Conference dinner (location to be announced) |
Sunday, May 8 |
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8:45 - 9:50: | Coffee, tea, breakfast snacks |
9:50 - 11:00: | Lars Andersson (Max Planck Institute & Harvard) The black hole stability problem |
11:00 - 11:20: | Coffee, tea, snacks |
11:20 - 12:30: | Bill Minicozzi (Johns Hopkins) Singularities and dynamics of Mean Curvature Flow Open problems |
Location: Savery Hall, Room 260. (Enter one of the doors on the west end of the building, near Kane Hall. The Sociology Department offices occupy the northeast end of the building and will be locked all weekend.)
Parking: Available in the Central Parking Garage. Enter from 15th Ave NE, across from NE 41st St. Parking costs $5 on Saturday until noon, and is free on Sunday.
Traffic: Saturday May 7 is Seattle's "opening day of the boating season," which means that the Montlake Bridge will be closed and the area around it will be very crowded, with crew races in the morning and a boat parade in the afternoon. You should be OK if you avoid the Montlake bridge and the eastern side of campus on Saturday.
Funding for this meeting is provided by the NSF and PIMS.
To request disability accommodation, contact the Disability Services Office at: 206.543.6450 (voice), 206.543.6452 (TTY), 206.685.7264 (fax), or email at dso@u.washington.edu. The University of Washington makes every effort to honor disability accommodation requests. Requests can be responded to most effectively if received as far in advance of the event as possible, preferably at least 10 days.
For more information about this program, contact: