Hurwitz equivalence in tuples of generalized quaternion groups and dihedral groups.
Summary: Let \(Q_{2^m}\) be the generalized quaternion group of order \(2^m\) and \(D_N\) the dihedral group of order \(2N\). We classify the orbits in \(Q_{2^m}^n\) and \(D_{p^m}^n\) (\(p\) prime) under the Hurwitz action.
scientific article; zbMATH DE number 5540985