Geometria On the log minimal model program for irreducible symplectic varieties
Gianluca Pacienza
05-03-2015 - 14:30 AULA 211 Largo San L. Murialdo,1 We show the termination of any log-minimal model program for a pair (X, D) of a projective irreducible symplectic manifold X and an effective R-divisor D.
To prove the result we follow Shokurov’s strategy and show that LSC and ACC for mld’s hold for all the models appearing along any log-MMP of the initial pair.
To establish ACC a crucial result, which may be interesting on its own, is a generalization to the singular setting of Huybrechts’ theorem on deformation equivalence of birational hyperkähler manifolds. This is a joint work with Christian Lehn.
org: VIVIANI Filippo
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