40 citations · 99 across the 23 of their papers we have counts for
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math.CO2015★ 2 cited
Cyclic groups are CI-groups for balanced configurations
Hiroki Koike, István Kovács, Dragan Marušič +1
In this paper it is shown that every finite cyclic group satisfies the CI-property for the class of balanced configurations.
math.CO2015
On Schur 2-groups
Mikhail Muzychuk, Ilya Ponomarenko
A finite group is called a Schur group, if any Schur ring over is the transitivity module of a point stabilizer in a subgroup of $\sym(G)$ that contains all right translati…