Research Group:
Speaker:
Piero Coronica
Institution:
SISSA
Schedule:
Thursday, May 9, 2013 - 16:00 to 17:30
Location:
A-136
Abstract:
In the study of moduli spaces of bundles the construction of the moduli space of 2-bundles on the projective plane is one of the first examples. In this talk we will sketch the construction of M(0,n), the space parametrizing stable 2-bundles with trivial first Chern class and second Chern class n>=0, relating it to the moduli space of complete intersection of three quadrics. In this way we will define a morphism of M(0,n) into the space of degree n curves in the dual projective plane. In particular for n=2 this morphism identifies M(0,2) with the space of nonsingular conics.