Daniel Loughran, May 7, 2020
Title: Probabilistic Arithmetic Geometry
Abstract: A theorem of Erdos-Kac states that the number of prime divisors of an integer behaves like a normal distribution (once suitably renormalised). In this talk I shall explain a version of this result for integer points on varieties. This is joint work with Efthymios Sofos and Daniel El-Baz.
Zoom link (password is the order of the finite simple group A6)
Link to slides