Seminari del Dipartimento

 

Geometria

Hodge Theory in Grassmannians and Fano varieties of K3 type

Enrico Fatighenti


12-10-2017 - 14:30
Largo San Leonardo Murialdo,1 - Pal.C - aula 211

 

Subvarieties of Grassmannian (and especially Fano varieties) obtained from section of homogeneous vector bundles are far from being classified. A case of particular interest is given by the Fano varieties of K3 type, for their deep links with hyperkahler geometry. In this talk we will give a survey of some recent techniques we developed to study the Hodge theory of this particular class of varieties, and we will present some new examples.
org: VIVIANI Filippo

 

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