Communications in Number Theory and Physics
Volume 17 (2023)
Equivariant derived equivalence and rational points on K3 surfaces
Pages: 293 – 312
We study arithmetic properties of derived equivalent K3 surfaces over the field of Laurent power series, using the equivariant geometry of K3 surfaces with cyclic groups actions.
The first author was partially supported by Simons Foundation Award 546235 and NSF grant 1701659, the second author by NSF grant 2000099.
Received 31 May 2022
Accepted 27 March 2023
Published 4 May 2023