1 citations · 1 across the 3 of their papers we have counts for
4 papers
Groups in which every Lagrange subset is a factor
M. H. Hooshmand, Stefan Kohl
We determine the finite groups in which every subset of cardinality dividing the order of is a \emph{factor}, i.e. has a complement of cardi…
Topological conditions on inhomogeneous fractals in Martin boundary theory and their algorithmic testing
Stefan Kohl
We want to consider Martin boundary theory applied to inhomogeneous fractals. This is under some conditions possible, but up to now it is not clear, how one can easily check, if a…
A classification of the finite non-solvable minimal non-CA-groups
L. Jafari, S. Kohl, M. Zarrin
A group is called a CA-group if the centralizer of every non-central element is abelian. Furthermore, a group is called a minimal non-CA-group if it is not a CA-group itself, but a…
Martin boundary theory on inhomogenous fractals
Uta Freiberg, Stefan Kohl
We want to consider fractals generated by a probabilistic iterated function scheme with open set condition and we want to interpret the probabilities as weights for every part of t…