
Title: Equidistribution of Norm 1 elements in Number Fields
Speaker: Kate Petersen (FSU)
Seminar URL: https://research.math.osu.edu/numbertheory/number.php
Abstract: In a natural way, one can view the norm 1 elements in a number field K as lying in a torus, upon quotienting by the group of units. I'll discuss the problem of determining if the set of norm 1 elements is equidistributed with respect to an ordering by visible points, proving this in the case when K is Galois with cyclic Galois group. This is joint work with Chris Sinclair.