V. M. Kopytov, “A non-Abelian variety of lattice-ordered groups in which every soluble <nobr>$l$</nobr>-group is Abelian”, Mat. Sb. (N.S.), 1985, Volume 126(168), Number 2,Pages <nobr>247

This article is cited in 5 papers

A non-Abelian variety of lattice-ordered groups in which every soluble $l$-group is Abelian

V. M. Kopytov

Abstract: The author proposes a new scheme of a collecting process in groups, and by means of it constructs a non-Abelian variety of lattice-ordered groups in which every soluble $l$-group is Abelian. This variety is a previously unknown cover of the variety of Abelian lattice-ordered groups.
Bibliography: 8 titles.

UDC: 512.545.4

MSC: Primary 06F15, 20F60, 20E10; Secondary 20F16

Received: 05.06.1983 and 10.09.1984