IMCS/Publications/QRS/Issues/QRS v.20, n.2 (28), 2012/

On finite loops whose inner mapping groups are direct products of dihedral groups and abelian groups

Authors: E. Leppala, M. Niemenmaa


We show that a finite loop, whose inner mapping group is a direct product of a dihedral group and an abelian group, is solvable provided that the components in the direct product have coprime orders.


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