Calculating the genus of a direct product of certain nilpotent groups
The Mislin genus \(G(N_1, \times \cdots \times N_k)\) of the direct product of finitely generated nilpotent groups \(N_1,\dots, N_k\) belonging to some subclass \(N_1\) of the class \(N_0\) of finitely generated infinite nilpotent groups with finite commutator subgroups is calculated.
scientific article; zbMATH DE number 889847