activity
20132023
most citedTransfers of metabelian p-groups

40 citations · 98 across the 35 of their papers we have counts for

collaborators
Showing 2021Show all

7 papers · 1 filter

math.GR2021

New perspectives of the power-commutator-structure: Coclass trees of CF-groups and related BCF-groups

Daniel C. Mayer

Let e>1 be an integer. Among the finite 3-groups G with bicyclic commutator quotient G/G' ~ C(3^e) * C(3), having one non-elementary component with logarithmic exponent e, there ex…

math.GR2021

Periodic Schur sigma-groups of non-elementary bicyclic type

Daniel C. Mayer

Infinitely many large Schur sigma-groups G with non-elementary bicyclic commutator quotient G/G' = C(3^e) x C(3), e >= 2, are constructed as periodic sequences of vertices in desce…

math.GR2021

First excited state with moderate rank distribution

Daniel C. Mayer

Evidence is provided for the existence of infinite periodic sequences of Schur sigma-groups G with commutator quotient G/G' ~ C(3^e) x C(3), e >= 7, and logarithmic order lo(G) = 1…

math.GR2021★ 1 cited

BCF-groups with elevated rank distribution

Daniel C. Mayer

Infinitely many large Schur sigma-groups G with logarithmic order lo(G)=19+e, non-elementary bicyclic commutator quotient G/G' ~ C(3^e) x C(3), e >= 2, elevated rank distribution r…

math.NT2021

Bicyclic commutator quotients with one non-elementary component

Daniel C. Mayer

For any number field K with non-elementary 3-class group Cl(3,K) = C(3^e) x C(3), e >= 2, the punctured capitulation type kappa(K) of K in its unramified cyclic cubic extensions Li…

math.NT2021★ 1 cited

-Principalization over -fields

Siham Aouissi, Mohamed Talbi, Daniel C. Mayer +1

Let be a prime number and be a primitive cube root of unity. Then is a pure metacyclic field with grou…