FRG Workshop
FRG Workshop
Rationally connected varieties, New York, March 24
Program
Friday at Columbia University

11am A. de Jong (Columbia University):
Uniruledness of moduli of minimal pointed curves

1:30pm 417 Math. Building B. Hassett, (Rice University):
Density of integral points over function fields

3:30pm 203 Math. Building W. Fulton (Columbia University): Equivariant cohomology in algebraic geometry
Saturday at CIMS, NYU, WWH 102

10am A. Knecht (Rice University):
Weak Approximation for Degree Two del Pezzo Surfaces

11:30am O. Wittenberg (Rice University): Hasse principle for del Pezzo surfaces
of degree 4

2:30 pm Ch. Xu (Princeton University):
Degenerations of rationally connected varieties

4 pm I. Coskun (MIT): The divisor theory of
the Kontsevich moduli space of curves

5:30 pm A. Venkatesh (CIMS):
Cohomology of moduli spaces of curves via
asymptotics of points of bounded heights
Sunday at CIMS, NYU, WWH 102

10 am M. DeLand (Columbia University):
Rational curves on Fermat hypersurfaces

10:30 am S. Turkelli (University of Wisconsin, Madison):
Counting Field Extensions: Malle's Conjecture

11:15 am Problem session