01:35:26
published on July 4, 2025
Introduction to the Physics of the KPZ Universality Class (3/3)
By Kazumasa Takeuchi
A Hilbert irreducibility theorem for K3 and Enriques surfaces
Appears in collection : Skorobogatov 60
We prove that Enriques surfaces and some K3 surfaces over finitely generated fields of characteristic 0 have the (weak) Hilbert Property after a finite field extension of the base field, thus verifying a conjecture of Campana and Corvaja-Zannier. This is joint work with Giacomo Mezzedimi.
