We extend to arbitrary complex coefficients certain finiteness results on unlikely intersections linked with torsion on abelian schemes. In particular, we complete the solution of Zilber-Pink conjecture for abelian schemes over a curve.The outcome gives a finiteness results for torsion hypersurfaces when the base has arbitrary dimension.

Torsion hypersurfaces on abelian schemes and Betti coordinates

Corvaja, Pietro
;
2017

Abstract

We extend to arbitrary complex coefficients certain finiteness results on unlikely intersections linked with torsion on abelian schemes. In particular, we complete the solution of Zilber-Pink conjecture for abelian schemes over a curve.The outcome gives a finiteness results for torsion hypersurfaces when the base has arbitrary dimension.
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11390/1135811
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