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Mongardi, On natural deformations of symplectic automorphisms of manif olds of K3[n] type, C

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Integral cohomology of quotients via toric geometry

math.AG · 2019-08-16 · conditional · novelty 7.0

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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  • Integral cohomology of quotients via toric geometry math.AG · 2019-08-16 · conditional · none · ref 25

    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.