| |
Modern Moduli Theory |
| February 23, 2009 to February 27, 2009 |
| Organized By: I. Coskun (U. Illinois - Chicago), S. Katz (U. Illinois), A. Marian (Institute for Advanced Study), R. Pandharipande (Princeton U.), R. Thomas (Imperial College), H.H. Tseng (U. Wisconsin), R. Vakil (Stanford U.) |
| |
| Parent Programs: |
| Algebraic Geometry |
| |
| Return to Workshop Description |
| |
The Verlinde bundles in higher genus
Thursday February 26, 2009
09:30AM - 10:30AM
Speakers:
Dragos Oprea
Abstract:
The Verlinde bundles over the Jacobian of a smooth projective curve have as fibers various spaces of generalized theta functions (i.e. spaces of global sections of determinant line bundles over moduli spaces of bundles on the curve). I will present an explicit description of the Verlinde bundles in terms of a class of indecomposable vector bundles constructed by Mukai. In agreement with strange duality, the simple factors satisfy a "level-rank" symmetry and their spaces of sections are naturally dual.
|
