Derived categories of centrally-symmetric smooth toric Fano varieties

Matthew R Ballard; Alexander Duncan; Patrick K. McFaddin

Derived categories of centrally-symmetric smooth toric Fano varieties

Algebraic Geometry 2020-06-17 v2

Authors: Matthew R Ballard , Alexander Duncan , Patrick K. McFaddin

Abstract

We exhibit full exceptional collections of vector bundles on any smooth, Fano arithmetic toric variety whose split fan is centrally symmetric.

Keywords

derived categories toric fano varieties full exceptional collections vector bundles centrally symmetric fan

Cite

@article{arxiv.1812.09392,
  title  = {Derived categories of centrally-symmetric smooth toric Fano varieties},
  author = {Matthew R Ballard and Alexander Duncan and Patrick K. McFaddin},
  journal= {arXiv preprint arXiv:1812.09392},
  year   = {2020}
}