Arithmetic Statistics and Local-Global Principles

The principal aim is to bring together leading researchers interested in the quantitative arithmetic of higher-dimensional varieties on the one hand, and those working on the statistics of algebraic number fields and elliptic curves on the other hand. These two areas have operated more or less independently over the last twenty years, but their borders share an increasingly rich seam of mathematics.

Coming soon.

  • Martin Bright (Leiden U)
  • Tim Browning (ISTA, Klosterneuburg) — Organizer
  • Jean-Louis Colliot-Thélène (U Paris Sud, Orsay)
  • Ulrich Derenthal (Leibniz U)
  • Kevin Destagnol (U Paris Sud, Orsay)
  • Christopher Frei (TU Graz)
  • Leonhard Hochfilzer (Georg-August-U, Göttingen)
  • Zhizhong Huang (ISTA, Klosterneuburg)
  • Julian Lyczak (ISTA, Klosterneuburg)
  • Vlad Matei (Tel Aviv U)
  • Adam Morgan (University of Glasgow)
  • Rachel Newton (U of Reading) — Organizer
  • Marta Pieropan (Utrecht U)
  • Florian Wilsch (ISTA, Klosterneuburg)
At a glance
Sept. 20, 2021 — Sept. 24, 2021
ESI Boltzmann Lecture Hall
Tim Browning (ISTA, Klosterneuburg)
Daniel Loughran (U Bath)
Rachel Newton (U of Reading)