Statistics of class groups and number fields

The goal of arithmetic statistics is to understand the average behavior of families of arithmetic objects such as class groups, elliptic curves and zeta functions. This workshop will focus on arithmetic statistics in a broad sense, but with a particular emphasis on the distribution of class groups and number field counting. The goal of this workshop to present recent advances in these fields, and there will also be ample time for collaboration.

Organizer: Peter Koymans (Utrecht University) and Carlo Pagano (Concordia University)

Supported by: Emmanuel Kowalski (ETH Zurich)

Workshop location: Room HG G 19.1, ETH Main Building, Rämistrasse 101