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Schedule
- Saturday, November 13
- 10:30 - 11:00. Coffee (in Savery 168; talks are in the next room, Savery 166)
- 11:00 - 12:00. Aravind Asok, USC:
"Low-dimensional A1-homotopy theory"
- 2:00 - 3:00. Ben Webster, Oregon:
"Categorification, Lie algebras and topology"
- 3:00 - 3:30. Tea
- 3:30 - 4:30. Jeff Smith, UBC: "Borel equivariant
homotopy theory"
- 6:00 Dinner at John Palmieri's house. Maps will
be provided.
- Sunday, November 14
- 9:00 - 9:30. Coffee
- 9:30 - 10:30. Dmitriy Morozov, Stanford:
"Topological Data Analysis and Stability"
- 11:00 - 12:00. Julie Bergner, UC Riverside:
"Generalized classifying space constructions"
Talks will be held in Savery 166, refreshments in
Savery 168.
Lodging info
Here are some places near the University of Washington:
-
Silver Cloud Inn,
5036 25th Ave NE, Seattle, WA,
(206) 526-5200
- Travelodge,
4725 25th Ave NE, Seattle, WA,
(206) 525-4612
-
Lodging info provided by the
University district Chamber of Commerce, but be
aware that not all of the places listed are that close
to campus.
- other hotels, motels, etc.
(provided by Google maps; you can also use your favorite
on-line resource and look for lodging near 4500 15th Ave
NE, Seattle, WA)
Maps, directions
- map of campus, along with links to
driving directions and parking information. It costs $5
to park on campus on Saturday morning, and it is
free to park Saturday afternoon and all day Sunday.
- map of campus with Savery Hall
indicated; the talks are in Savery.
- map of campus with Padelford Hall
indicated; the math department is housed in Padelford.
Travel support
The Cascade Topology Seminar is supported in part by grants from the
National Science Foundation, the Pacific Institute for the
Mathematical Sciences, and is a Mathematical Sciences Research
Institute MER Network Conference. The support of these agencies is
gratefully acknowledged. The Seminar has dedicated funding available
to support the participation of graduate students, early career
mathematicians, and members of traditionally underrepresented groups.
Members of these aforementioned groups are especially encouraged to
apply and attend. For members of these groups, we try hard
to fund lodging, but rarely travel, and never per diem.
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