A complete classification of well-rounded real quadratic ideal lattices
Fecha
2020-02-01Autor
Estado
info:eu-repo/semantics/publishedVersionMetadatos
Mostrar el registro completo del ítemResumen
. We provide a complete classification of well-rounded ideal lattices arising from real quadratic fields Q(√d) where d is a field discriminant. We show that the ideals that give rise to such lattices are precisely the ones that correspond to divisors a of d that satisfy √d/3 < a < √3d
A complete classification of well-rounded real quadratic ideal lattices
Tipo de Actividad
Artículos en revistasISSN
0022-314XPalabras Clave
.Ideal latticesReal quadratic fieldsWell-rounded latticesBinary quadratic forms