Santiago Díaz-Madrigal: Loewner theory in the Annulus

15:30-16:30
Abstract: Loewner Theory has proved once again to be a powerful tool in Complex Analysis and its applications. Recently, a new approach has been proposed bringing together all the variants of the (deterministic) Loewner Evolution in a simply connected reference domain. The interplay and relationship between evolution families, vector fields and monotone families of univalent functions is the core of the theory. This talk is devoted to show a similar theory for double connected domains.