Moduli spaces of sheaves that are semistable with respect to a Kähler polarisation
arXiv:1807.05928 · doi:10.5802/jep.116
Abstract
Using an existence criterion for good moduli spaces of Artin stacks by Alper-Fedorchuk-Smyth we construct a proper moduli space of rank two sheaves with fixed Chern classes on a given complex projective manifold that are Gieseker-Maruyama-semistable with respect to a fixed Kähler class.
21 pages