Workshop on Algebraic Geometry
                        Madrid, December 17-19, 2009

                                 Schedule


On Thursday, talks will take place at Room S-116.
On Friday and Saturday,
talks will  take place at the Miguel de Guzmán Room (S-118).
Both rooms are located at the first basement of the Math building.



Thursday, December 17 (Room S-116)

  • 09:00-09:10
  • Inauguration


  • 09:10-10:10
  • Cremona geometry of plane curves
    C. Ciliberto


       10:10-10:45

    Coffee break
  • 10:45-11:45
  • Extension theorems for differential forms and applications
    S. Kebekus
     
  • 12:00-13:00
  • Plurigenera and invariants of canonical n-folds
    M. Reid
     


  • 15:00-16:00
  • On the birationality of pluricanonical maps of threefolds and
    fourfolds of large volume
    A.F. Lopez
     
       16:15-16:45 Coffee break


  • 16:45-17:45
  • Bicanonical maps of surfaces and its applications
    B.P. Purnaprajna
     
  • 18:00-19:00
  • On a cohomological characterization of theta-divisors
    J.C. Naranjo
     



    Friday, December 18
    (Room S-118)

  • 09:00-10:00
  • The Kummer construction
    M. Andreatta
     
        10:15-10:45 Coffee break


  • 10:45-11:45
  • Polyhedral divisors for Cox rings of Mori Dream Spaces
    J.A. Wisniewski
     
  • 12:00-13:00
  • Enriques surfaces and Brauer groups
    A. Beauville
     


  • 15:15-16:00
  • Presentation of the volume in homage to Federico Gaeta
     
         16:15-16:45 Coffee break


  • 16:45-17:45
  • Equations and syzygies of the first secant variety
    P. Vermeire
     
  • 18:00-19:00
  • On the minimal free resolution of linear sections of projective
    subschemes
    E. Park


         21:00 Social dinner





    Saturday, December 19 (Room S-118)

  • 09:30-10:30
  • To be announced
    F.L. Zak
     
  • 11:00-12:00
  • Manifolds covered by lines, defective manifolds and a restricted
    Hartshorne Conjecture
    P. Ionescu
     
  • 12:30-13:30
  • Explicit descriptions of connected components of the moduli space
    of surfaces with p_g =0: Burniat 's and Keum Naie surfaces

    F. Catanese