Shunkov Groups with Additional Finiteness Conditions, Containing Dihedral Subgroups

<jats:p>In this paper, Shunkov groups are studied in the context of the well-known question of B. Amberg and L. S. Kazarin about the structure of groups containing direct products of a finite number of dihedral groups. To do this, two additional finiteness conditions are imposed on the Shunkov group: it is required that the Shunkov group be periodic and also be saturated with direct products of a finite number of finite dihedral groups.</jats:p>