2 papers
math.NT2024
Group theory of cyclic cubic number fields
Daniel C. Mayer, Siham Aouissi, Bill Allombert +1
Astonishing new discoveries with quartets and octets of cyclic cubic fields sharing a common conductor are presented. Four kinds of graphs describing cubic residue conditions among…
math.NT2022
Algebraic number fields generated by an infinite family of monogenic trinomials
Daniel C. Mayer, Abderazak Soullami
For an infinite family of monogenic trinomials in , arithmetical invariants of the cubic number field , genera…