Generic strange duality for $K3$ surfaces
Algebraic Geometry
2019-12-19 v2
Abstract
Strange duality is shown to hold over generic surfaces in a large number of cases. The isomorphism for elliptic surfaces is established first via Fourier-Mukai techniques. Applications to Brill-Noether theory for sheaves on s are also obtained. The appendix written by Kota Yoshioka discusses the behavior of the moduli spaces under change of polarization, as needed in the argument.
Cite
@article{arxiv.1005.0102,
title = {Generic strange duality for $K3$ surfaces},
author = {Alina Marian and Dragos Oprea and Kota Yoshioka},
journal= {arXiv preprint arXiv:1005.0102},
year = {2019}
}
Comments
Appendix is written by Kota Yoshioka