Derived categories of centrally‐symmetric smooth toric Fano varieties

Ballard, Matthew; Duncan, Alexander; McFaddin, Patrick K.

doi:10.1002/mana.201900358

Mathematische Nachrichten

2022

DOI: 10.1002/mana.201900358

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Derived categories of centrally‐symmetric smooth toric Fano varieties

Matthew 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

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Derived categories of centrally‐symmetric smooth toric Fano varieties

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

Cited by 0 publications

References 36 publications

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