10 citations · 10 across the 3 of their papers we have counts for
3 papers
math.GR2019★ 10 cited
Finite non-cyclic -groups whose number of subgroups is minimal
Stefanos Aivazidis, Thomas Müller
Recent results of Qu and Tuarnauceanu describe explicitly the finite p-groups which are not elementary abelian and have the property that the number of their subgroups is maximal a…
math.CO2011
A note on higher-dimensional magic matrices
Peter J. Cameron, Christian Krattenthaler, Thomas W. Müller
We provide exact and asymptotic formulae for the number of unrestricted, respectively indecomposable, -dimensional matrices where the sum of all matrix entries with one coordina…
math.CO2003
Equations in finite semigroups: Explicit enumeration and asymptotics of solution numbers
Christian Krattenthaler, Thomas Müller
We study the number of solutions of the general semigroup equation in one variable, $X^\al=X^\be$, as well as of the system of equations in , the wr…