K3 surfaces over finite fields : insights from complex geometry
We will describe how insights from the geometry of complex analytic K3 surfaces can be applied to the proofs of Tate and Shioda's conjectures for K3 surfaces over finite fields.
We will describe how insights from the geometry of complex analytic K3 surfaces can be applied to the proofs of Tate and Shioda's conjectures for K3 surfaces over finite fields.
By Pierre Berthelot
By François Charles
By Ofer Gabber
By Kazuya Kato
By Alexander Beilinson