40 citations · 98 across the 35 of their papers we have counts for
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math.NT2022★ 3 cited
Theoretical and Experimental Approach to p-Class Field Towers of Cyclic Cubic Number Fields
Daniel C. Mayer
Cyclic number fields of odd prime degree are constructed as ray class fields over the rational number field. They are collected in multiplets sharing a common conductor and discrim…
math.GR2022
Schur sigma-Groups of Scholz-Taussky Type F
Daniel C. Mayer
For finite metabelian 3-groups M with elementary bicyclic commutator quotient M/M' = C3*C3, coclass cc(M) in {4,6}, and transfer kernel type F, the smallest Schur sigma-groups S wi…
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…