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math.GR2017
Abelian Schur groups of odd order
Ilia Ponomarenko, Grigory Ryabov
A finite group is called a Schur group if any Schur ring over is associated in a natural way with a subgroup of that contains all right translations. It is proved…
math.CO2017
On separability of Schur rings over abelian p-groups
Grigory Ryabov
An -ring (Schur ring) is called separable with respect to a class of -rings if it is determined up to isomorphism in only by the tensor of its str…