Algebraic Geometry Seminar - Spring 2008

Usually meets Monday at 3:00 pm in SEO 636.
DateSpeakerTitle
January 14
January 17
(4:00 pm; SEO 636)
Chenyang Xu
Princeton University
The degenerations of rationally connected varieties
January 21
No seminar
Martin Luther King Day
January 24
(4:00 pm; SEO 636)
Gueorgui Todorov
University of Utah
Pluricanonical maps on threefolds
January 28
January 31
(4:00 pm; SEO 636)
Jason Starr
SUNY Stony Brook
Rational simple connectedness and Serre's "Conjecture II"
February 4
February 7
(4:00 pm; SEO 636)
Radu Laza
University of Michigan
Moduli space of cubic threefolds via intermediate Jacobians
February 11
February 14
(4:00 pm; SEO 636)
Karl Schwede
University of Michigan
Log canonical and Du Bois singularities
February 18
February 21
(4:00 pm; SEO 636)
Anders Buch
Rutgers University
Quantum K-theory of Grassmannians
February 25
February 28
(4:00 pm; SEO 636)
Gary Kennedy
Ohio State
Monodromy of quasi-ordinary singularities
March 3
March 6
(4:00 pm; SEO 636)
Noam Elkies
Harvard University
Singular K3 surfaces and genus-2 curves with many rational points
March 10
March 11
Giancarlo Urzua
University of Michigan
Arrangements of curves and algebraic surfaces
March 17
March 20
(4:15 pm; SEO 636)
Tommaso de Fernex
Utah
Limits of log canonical tresholds
March 24
No seminar
Spring Break
March 31
April 1
(4:00 pm; SEO 512)
Claude Sabbah
Ecole Polytechnique, Palaiseau
The quantum cohomology of the Grassmannian as an alternate product of Frobenius manifolds
April 3
(4:00 pm; SEO 636)
Brendan Hassett
Rice University
Density of integral points over function fields
April 7
April 10
(4:00 pm; SEO 636)
Aaron Bertram
University of Utah
Stability conditions (following Bridgeland) in codimension two
April 14
April 15
(3:00 pm; SEO 512)
Wim Veys
Leuven
Zeta functions and monodromy
April 17
(4:00 pm; SEO 636)
Harry Tamvakis
University of Maryland
A Giambelli formula for isotropic Grassmannians
April 21
April 24
(4:00 pm; SEO 636)
Herb Clemens
Ohio State
Exploring the Hodge problem
April 28
May 1
(4:00 pm; SEO 636)
Sandor Kovacs
University of Washington
Extension theorems for logarithmic differentials
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