XXXIth Rencontres Arithmétiques de Caen

Tatihou island, 26 June - 1 July 2023

Arakelov Theory and Diophantine Geometry


The XXXIth Rencontres Arithmétiques de Caen are organized by the Laboratoire de Mathématiques Nicolas Oresme of the University of Caen. This conference will take place from the 26th of June to the 1st of July, 2023 on the Tatihou Island. The theme of the meeting is Arakelov Theory and Diophantine Geometry


Mini-courses (titles tba):

  • Huayi Chen (Université Paris Cité) : Arakelov geometry over adelic curves
  • Fabien Pazuki (Université de Copenhague) : Northcott property and arithmetic applications

Research talks (titles and abstracts tba):

  • Francesco Amoroso (Université de Caen) : Bounded height problems and applications
  • Pascal Autissier (Université de Bordeaux) : Distribution of the maximum of partial exponential sums
  • Fabrizio Barroero (Università degli Studi Roma Tre) : Distinguished categories and the Zilber-Pink conjecture
  • Ana Botero (Universität Bielefeld) : Equivariant Chern Classes of Toric Vector Bundles over a DVR and Bruhat–Tits Buildings
  • Laura Capuano (Università degli Studi Roma Tre) : Betti maps, polynomial Pell equation and amost-Belyi maps
  • Sara Checcoli (Université Grenoble Alpes) : On a Galois property of fields generated by the torsion of an abelian variety
  • Eric Gaudron (Université Clermont Auvergne) : Diophantine approximation on spheres
  • Roberto Gualdi (Universität Regensburg) : On the typical height of the intersection of a projective planar line with its translate by a torsion point
  • Lars Kühne (Universität Basel) : The relative Bogomolov conjecture in products of families of elliptic curves
  • Gaël Rémond (Université Grenoble Alpes) : Petits points des variétés abéliennes
  • Martín Sombra (ICREA & Universitat de Barcelona) : Arithmetic equidistribution beyond the quasi-canonical setting

  • Canceled: José Ignacio Burgos Gil (ICMAT Madrid) : Adelic arithmetic line bundles and non-pluripolar products