Запис Детальніше


Поле	Співвідношення

Title	On Groups With the Minimal Condition for Non-Invariant Decomposable Abelian Subgroups

Names	Lyman, Fedir Mykolaiovych Лиман, Федір Миколайович Drushliak, Maryna Hryhorivna Друшляк, Марина Григорівна
Date Issued	2006 (iso8601)
Abstract	The infinite groups, in which there is no any infinite descending chain of non-invariant decomposable abelian subgroups (md-groups)are studied. Infinite groups with the minimal condition for non-invariant abelian subgroups, infinite groups with the condition of normality for all decomposable abelian subgroups and others belong to the class of md-groups. The complete description of infinite locally finite and locally soluble non-periodic md-groups is given, the connection of the class of md-groups with other classes of groups are investigated.
Genre	Article
Topic	group
Identifier	Lyman, F. N. On Groups With the Minimal Condition for Non-Invariant Decomposable Abelian Subgroups / F. N. Lyman, M. G. Drushlyak // Algebra and discrete mathematics. – 2006. – № 4. – P. 57–66.