DOI: 10.1112/blms.12978 ISSN: 0024-6093
A note on the Hasse norm principle
Peter Koymans, Nick Rome- General Mathematics
Abstract
Let be a finite, abelian group. We show that the density of ‐extensions satisfying the Hasse norm principle exists, when the extensions are ordered by discriminant. This strengthens earlier work of Frei–Loughran–Newton, who obtained a density result under the additional assumption that is cyclic with denoting the smallest prime divisor of .