A Note on Maximal Lattice Growth in SO(1,n)
Résumé
Correspondence to be sent to: raimbault@math.jussieu.fr We show that the number of maximal lattices with volume less than v is at least exponential in v. To do this we construct families of noncommensurable Gromov/Piatetski-Shapiro manifolds having the same volume.
Origine : Fichiers produits par l'(les) auteur(s)
Loading...