A NON-ABELIAN VARIETY OF LATTICE-ORDERED GROUPS IN WHICH EVERY SOLUBLEl-GROUP IS ABELIAN
V. M. Kopytov · Mathematics of the USSR-Sbornik · 1986
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.