Giovanni Mongardi
Giovanni Mongardi (Unversity of Bologna) visited Laboratory of Algebraic Geometry on May 2017.
May 24th he gave a talk Calabi Yau quotients of hyperkahlers at the seminar of Laboratory.
Abstract: In this talk, I will speak about a joint work with C. Camere and A. Garbagnati. We analyze which calabi yau manifolds can be obtained as resolution of quotients of hyperkahler manifolds by non symplectic automorphism. More specifically, we will deal with the case of fourfolds modulo an involution, which gives a wide range of examples. In the natural case, we also compute the Hodge numbers of the Calabi Yau manifolds.
May 26th he gave a talk Hodge numbers of the O'Grady six dimensional manifold at the seminar of Laboratory.
Abstract: In this talk, i will speak about a joint work with A. Rapagnetta and G. Sacca. In it, we realize O'Grady's six dimensional example of irreducible holomorphic symplectic manifold as a quotient of an IHS manifold of K3$^{[3]}$--type by a birational involution, thereby computing its Hodge numbers.
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May 24th he gave a talk Calabi Yau quotients of hyperkahlers at the seminar of Laboratory.
Abstract: In this talk, I will speak about a joint work with C. Camere and A. Garbagnati. We analyze which calabi yau manifolds can be obtained as resolution of quotients of hyperkahler manifolds by non symplectic automorphism. More specifically, we will deal with the case of fourfolds modulo an involution, which gives a wide range of examples. In the natural case, we also compute the Hodge numbers of the Calabi Yau manifolds.
May 26th he gave a talk Hodge numbers of the O'Grady six dimensional manifold at the seminar of Laboratory.
Abstract: In this talk, i will speak about a joint work with A. Rapagnetta and G. Sacca. In it, we realize O'Grady's six dimensional example of irreducible holomorphic symplectic manifold as a quotient of an IHS manifold of K3$^{[3]}$--type by a birational involution, thereby computing its Hodge numbers.
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