Globally F-regular type of Moduli spaces

Xiaotao Sun; Mingshuo Zhou

Globally F-regular type of Moduli spaces

Algebraic Geometry 2020-02-03 v1

Authors: Xiaotao Sun , Mingshuo Zhou

Abstract

We prove moduli spaces of semistable parabolic bundles and generalized parabolic sheaves with fixed determinant on a smooth projective curve are globally $F$ -regular type.

Keywords

moduli spaces of sheaves moduli spaces moduli spaces of vector bundles

Cite

@article{arxiv.2001.11640,
  title  = {Globally F-regular type of Moduli spaces},
  author = {Xiaotao Sun and Mingshuo Zhou},
  journal= {arXiv preprint arXiv:2001.11640},
  year   = {2020}
}

Comments

As suggested by a refere, we split arXiv:1802.08392 [math.AG] in two articles. This is the first article in which we prove moduli spaces of parabolic bundles (resp. generalized parabolic sheaves) are globally $F$-regular type

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