Arithmetic statistics in the n = p case

Peter Koymans (Max Planck Institute for Mathematics)

Wednesday 20th January 16:00-17:00 online (zoom)

Abstract

Arithmetic statistics concerns the study of arithmetic objects in families, and has recently attracted substantial attention. In this talk we will give an overview of the so-called $n = p$ case and discuss the most important results in this area. Parts of this talk are joint work with Stephanie Chan, Djordjo Milovic and Carlo Pagano.

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