Finitely Generated Metabelian Groups are not Subnormality Separable.
On soluble groups in which centralizers are finitely generated
Converse of a Theorem of Mal'cev on Nilpotent Groups.
Soluble Products of Polycyclic Groups.
On a question of Deaconescu about automorphisms
A result about cosets
Some commutativity criteria
Some commutativity criteria. - II
An application of Ramsey's theory to partitions in groups - I
Soluble products of nilpotent groups
Locally soluble groups with all nontrivial normal subgroups isomorphic.
Let G be an infinite, locally soluble group which is isomorphic to all its nontrivial normal subgroups. If G/G' has finite p-rank for p = 0 and for all primes p, then G is cyclic.
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