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Calabi–Yau quotients of irreducible holomorphic symplectic manifolds
Chiara Camere (Milano)
Aula Beltrami - Mercoledì 18 Gennaio 2017 h.14:30
Abstract. In this talk I will explain how to construct Calabi--Yau manifolds starting from irreducible holomorphic
symplectic manifolds endowed with non-symplectic automorphisms of prime order. Then I will restrict
to dimension four and describe the geometry of the Calabi--Yau fourfolds obtained as resolutions of
quotients of fourfolds of K3^[2]-type by a non-symplectic involution, and finally use this to construct projective models of some fourfolds of K3^[2]-type. This is joint work with Alice Garbagnati and Giovanni Mongardi.
Università degli Studi di Pavia -
Via Ferrata, 5 - 27100 Pavia
Tel +39.0382.985600 - Fax +39.0382.985602