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For a PDF schedule, click here.

Click on the titles for slides. Not all slides are yet available, so please check back.

Friday, November 6
9:00-10:00Jeff Hirst
"Introduction to reverse mathematics"
10:00-11:00Douglas Bridges
"Constructive reverse mathematics"
11:00-12:00Ulrich Kohlenbach
"Applications of proof theory to nonlinear analysis and ergodic theory"
2:00-3:00Neil Tennant
"Natural logicism: aims, method, problems, and prospects; and its relation to reverse mathematics"
3:30-4:00Reed Solomon
"Cappable CEA sets and Ramsey's theorem"
4:00-4:30Fernando Ferreira
"Brief notes on functional interpretations"
5:00-6:00Discussion Session
Reinhard Suck: "Some remarks on a generalization of interval orders"

Saturday, November 7
9:00-10:00Steve Simpson
"Mass problems and measure-theoretic regularity"
10:00-11:00Pat Suppes and Ted Alper
"A theory of strict finite models of nonstandard analysis"
11:00-12:00Discussion Session
2:00-3:00Harvey Friedman
"Strict reverse mathematics"
3:30-4:00Ted Slaman
"Conservation questions over $B\Sigma_2$"
4:30-5:30Discussion Session
5:30-6:30Open Problem Session

Sunday, November 8
9:00-10:00Chi Tat Chong
"Nonstandard methods in reverse mathematics"
10:00-10:30Richard Shore
"The maximal linear extension theorem implies $ATR_0$"
10:30-11:00Carl Mummert
"Reverse mathematics and uniformization"
11:00-12:00Discussion Session
10:30-11:00Sam Sanders
"A copy of several reverse mathematics"
10:30-11:00Guido Gherardi
"Classical theorems and degrees of incomputability"