Gushel-Mukai varieties

Fuente: arXiv
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Main Author: Debarre, Olivier
Format: Preprint
Published: 2020
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author Debarre, Olivier
author_facet Debarre, Olivier
contents Gushel-Mukai varieties are smooth complex dimensionally transverse intersections of a cone over the Grassmannian $\mathsf{Gr}(2,5)$ with a linear space and a quadratic hypersurface. The aim of this survey is to discuss the geometry, moduli, Hodge structures, and categorical aspects of these varieties. It is based on joint work with Alexander Kuznetsov and earlier work of Logachev, Iliev, Manivel, O'Grady, and others.
format Preprint
id arxiv_https___arxiv_org_abs_2001_03485
institution arXiv
publishDate 2020
record_format arxiv
spellingShingle Gushel-Mukai varieties
Debarre, Olivier
Algebraic Geometry
14J45, 14J30, 14J35, 14J40, 14J42, 14J60, 14M15, 14K30, 14F08, 18G80
Gushel-Mukai varieties are smooth complex dimensionally transverse intersections of a cone over the Grassmannian $\mathsf{Gr}(2,5)$ with a linear space and a quadratic hypersurface. The aim of this survey is to discuss the geometry, moduli, Hodge structures, and categorical aspects of these varieties. It is based on joint work with Alexander Kuznetsov and earlier work of Logachev, Iliev, Manivel, O'Grady, and others.
title Gushel-Mukai varieties
topic Algebraic Geometry
14J45, 14J30, 14J35, 14J40, 14J42, 14J60, 14M15, 14K30, 14F08, 18G80
url https://arxiv.org/abs/2001.03485