M.I.T. Algebraic Geometry Seminar

Friday, 4:00pm-5:30pm
Room 2-255

• February 12
  Carol Chang (Northeastern)
  Vector bundles on projective space and the Hilbert scheme
  
  
• February 19
  Montserrat Teixidor (Tufts)
  Lange's Conjecture on extensions of stable bundles
  
  
• February 26
  Tom Graber (Harvard)
  Gromov-Witten theory for hyperelliptic curves
  
  
• March 5
  Brendan Hassett (Chicago)
  Equivariant compactifications of the additive group
  
  
• March 12
  David McKinnon (Berkeley)
  Counting rational points on K3 surfaces
  
  
• March 17 (Notice unusual date -- Wednesday!)
  David Jackson (Waterloo)
  On the Hurwitz enumeration problem and some related combinatorial and geometric questions
  (joint with the Combinatorics Seminar)
  
  
• March 26
  Spring Break
  No seminar
  
  
• April 2
  Olivier Debarre (Harvard and Louis Pasteur)
  Lefschetz theorems for degeneracy loci
  
  
• April 9
  Andreas Gathmann (Harvard)
  Computing Gromov-Witten invariants of quintic threefolds via degeneration techniques
  
  
• April 16
  Irena Peeva (Cornell)
  Toric Hilbert Schemes
  
  
• April 23
  Christopher Deninger (Munster and Harvard)
  Analogies between motivic and dynamic cohomologies
  
  
• April 30
  Meeyoung Kim (Michigan State)
  Low degree coverings of homogeneous spaces
  
  
• May 7
  Jordan Ellenberg (Princeton)
  Endomorphism algebras of Jacobians
  
  
• May 14
  Heather Russell (Harvard)
  Joint Hilbert scheme seminar (T. Iarrobino, S. Kleiman organizers): The Hilbert scheme and enumerative problems: further thoughts...
  MIT Rm 2-142 at 2 pm
  
  
• May 14
  Lev Borisov (Columbia)
  Vertex algebras and mirror symmetry (The first half will be an introduction to vertex algebras. There will be a short break between halves.)
  
  
• May 21
  Vladimir Baranovsky (University of Chicago)
  Joint Hilbert scheme seminar (T. Iarrobino, S. Kleiman organizers): Moduli of sheaves on surfaces and the action of the Oscillator algebra
  MIT Rm 2-142 at 2 pm
  
  
• May 21
  Anvar Mavlyutov (U Mass Amherst)
  Semi-ample hypersurfaces and mirror symmetry
  
  

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