Efthymios Sofos (MPI Bonn)
Tuesday, December 5, 2017 - 13:15
Humboldt-Universität zu Berlin, Institut für Mathematik
Rudower Chaussee 25, 12489 Berlin, 006, Haus 3, Erdgeschoss
Forschungsseminar Arithmetische Geometrie
A famous theorem due to Erdős and Kac states that the number of prime divisors of an integer N behaves like a normal distribution. In this talk we consider analogues of this result in the setting of arithmetic geometry, and obtain probability distributions for questions related to local solubility of algebraic varieties. This is joint work with Daniel Loughran.
submitted by Marion Thomma (thomma@math.hu-berlin.de, 2093-5815)