Columbia Algebraic Geometry SeminarFall 2003 |
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| September 12 | Alastair Craw | Stony Brook | Crepant resolutions of orbifolds by variation of GIT quotients |
| September 19 | Mark Andrea de Cataldo | Stony Brook | The Hodge theory of algebraic maps |
| September 26 | Tom Coates | Harvard | Quantization and Gromov-Witten theory |
| October 3 | Matthew Szczesny | Pennsylvania | Orbifolds and the chiral de Rham complex |
| October 10 | Gavril Farkas | Princeton and Texas | Theta divisors, resolutions and moduli of curves |
| October 17 | Andrei Okounkov | Princeton | Dissolving crystals and Gromov-Witten invariants |
| October 24 | Ionut Ciocan-Fontanine | Minnesota | Gromov-Witten invariants of GIT quotients |
| October 31 | Constantin Teleman | Cambridge | Universal index formula for the moduli of G-bundles on a Riemann surface |
| November 7 | Frank Sottile | U. Mass., Amherst | The real story of linear series on P^1 |
| November 14 | Sasha Braverman | Harvard | Intersection theory of parabolic Uhlenbeck schemes |
| Nov. 21 at 2 pm | Ravi Vakil | Stanford | A geometric Littlewood-Richardson rule |
| November 21 | William Fulton | Michigan | Equivariant cohomology and degeneracy loci |
| Nov. 21 at 5 pm | Robert MacPherson | Inst. for Adv. Study | Computing equivariant cohomology |
| December 5 | Brendan Hassett | Rice | Toward a canonical model for the moduli space of curves |
This page is maintained by Michael Thaddeus and was shamelessly, indirectly copied from Pasha Belorousski.