Arithmetics of homogeneous spaces over p$p$‐adic function fields
Arithmetics of homogeneous spaces over p$p$‐adic function fields
Abstract Let be the function field of a smooth projective geometrically integral curve over a finite extension of . Following the works of Harari, Scheiderer, Szamuely, Izquierdo, and Tian, we study the local–global and weak approximation problems for homogeneous spaces of with geometric stabilizers extension of a group of multiplicative …