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Global Torelli theorem for irreducible symplectic orbifolds

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arxiv 1805.12426 v3 pith:2CUO4Q5D submitted 2018-05-31 math.AG

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keywords arxivgeneralizationglobalhuybrechtsirreduciblemathorbifoldssymplectic
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We propose a generalization of Verbitsky's global Torelli theorem in the framework of compact K\"ahler irreducible holomorphically symplectic orbifolds by adapting Huybrechts' proof (arXiv:1106.5573). As intermediate step needed, we also provide a generalization of the twistor space and the projectivity criterion based on works of Campana (arXiv:math/0402243) and Huybrechts (arXiv:math/0106014) respectively.

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  1. Integral cohomology of quotients via toric geometry

    math.AG 2019-08 conditional novelty 7.0 of 10

    A toric blow-up method computes the integral cohomology of quotients by cyclic prime-order groups and yields new Beauville-Bogomolov lattices for K3[m]-type quotients by order 5 and 7 symmetries.

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