activity
20072022
most citedA method for determining the mod- behaviour of recursive sequences

9 citations · 12 across the 8 of their papers we have counts for

collaborators

15 papers

math.GR2022

On the common transversal probability in finite groups

S. Aivazidis, M. Loukaki, T. W. Mueller

Let be a finite group, and let be a subgroup of . We compute the probability, denoted by , that a left transversal of in is also a right transversal, thu…

math.GR2017

Large subgroups in finite groups

Stefanos Aivazidis, Thomas W. Müller

Following Isaacs (see [Isa08, p. 94]), we call a normal subgroup N of a finite group G large, if , so that N has bounded index in G. Our principal aim here is to est…

math.GR2017★ 1 cited

On residuals of finite groups

Stefanos Aivazidis, Thomas Mueller

A theorem of Dolfi, Herzog, Kaplan, and Lev \cite[Thm.~C]{DHKL} asserts that in a finite group with trivial Fitting subgroup, the size of the soluble residual of the group is bound…

math.GR2016

Group actions, deformations, polygroup extensions, and group presentations

Serban A. Basarab, Thomas W. Müller

Generalizing classical extension theory, we solve a Schreier-type extension problem for polygroups by groups. As a consequence, we obtain a method for computing a presentation for…

math.GR2016

Normalising graphs of groups

Christian Krattenthaler, Thomas W. Müller

We discuss a partial normalisation of a finite graph of finite groups which leaves invariant the fundamental group. In conjunction with an easy graph-theoretic result,…

math.CO2016

Motzkin numbers and related sequences modulo powers of

Christian Krattenthaler, Thomas W. Müller

We show that the generating function for Motzkin numbers , when coefficients are reduced modulo a given power of , can be expressed as a polynomial i…