On groups factorizable in commuting almost locally normal subgroups
We prove that an RN-group (in particular, locally solvable) G =G 1 G 2 ...G n with G i and π(G i ) ∩ π(G j ) = ⊘,i ≠j is a periodic hyper-Abelian group if the subgroupsG j are almost locally normal.
English version (Springer): Ukrainian Mathematical Journal 48 (1996), no. 3, pp 480-482.
Citation Example: Chernikov N. S. On groups factorizable in commuting almost locally normal subgroups // Ukr. Mat. Zh. - 1996. - 48, № 3. - pp. 429-431.