Seminar series
Date
Thu, 27 Feb 2020
11:30
11:30
Location
C4
Speaker
François Loeser
Organisation
Sorbonne Université
We will provide a general overview on some recent work on non-archimedean parametrizations and their applications. We will start by presenting our work with Cluckers and Comte on the existence of good Yomdin-Gromov parametrizations in the non-archimedean context and a $p$-adic Pila-Wilkie theorem. We will then explain how this is used in our work with Chambert-Loir to prove bialgebraicity results in products of Mumford curves.