AbstractWe study the class of locally (soluble-by-finite) groups in which all proper subgroups are soluble-by-finite rank. There are infinite simple groups in this class
Let p be a prime and G a locally finite group containing an elementary abelian p-subgroup A of rank ...
AbstractThe authors investigate the structure of locally soluble-by-finite groups that satisfy the w...
AbstractA group is called extended residually finite (ERF) if every subgroup is closed in the profin...
AbstractWe study the class of locally (soluble-by-finite) groups in which all proper subgroups are s...
AbstractA group G is said to have finite rank r if every finitely generated subgroup of G is at most...
AbstractIt is proved that certain classes of groups that are either (locally soluble)-by-finite rank...
In this paper the authors study the class of locally graded groups all of whose subgroups are permut...
We study locally graded groups whose non-modular subgroups are soluble and satisfy some rank conditi...
AbstractThe authors discuss the class Sd(r) of groups in which every finitely generated subgroup is ...
We show that if all proper subgroups of a locally graded group G are finite-by-abelian-by-finite, th...
In this dissertation, we determine the structure of groups whose non-permutable subgroups satisfy ce...
We describe soluble groups in which the set of all subgroups is countable and show that locally (sol...
We continue our investigation of the class X of groups G in which all subgroups are either subnormal...
AbstractA group satisfies the permutizer conditionPif each proper subgroup permutes with some cyclic...
AbstractThe study of localizations of groups has concentrated on group theoretic properties which ar...
Let p be a prime and G a locally finite group containing an elementary abelian p-subgroup A of rank ...
AbstractThe authors investigate the structure of locally soluble-by-finite groups that satisfy the w...
AbstractA group is called extended residually finite (ERF) if every subgroup is closed in the profin...
AbstractWe study the class of locally (soluble-by-finite) groups in which all proper subgroups are s...
AbstractA group G is said to have finite rank r if every finitely generated subgroup of G is at most...
AbstractIt is proved that certain classes of groups that are either (locally soluble)-by-finite rank...
In this paper the authors study the class of locally graded groups all of whose subgroups are permut...
We study locally graded groups whose non-modular subgroups are soluble and satisfy some rank conditi...
AbstractThe authors discuss the class Sd(r) of groups in which every finitely generated subgroup is ...
We show that if all proper subgroups of a locally graded group G are finite-by-abelian-by-finite, th...
In this dissertation, we determine the structure of groups whose non-permutable subgroups satisfy ce...
We describe soluble groups in which the set of all subgroups is countable and show that locally (sol...
We continue our investigation of the class X of groups G in which all subgroups are either subnormal...
AbstractA group satisfies the permutizer conditionPif each proper subgroup permutes with some cyclic...
AbstractThe study of localizations of groups has concentrated on group theoretic properties which ar...
Let p be a prime and G a locally finite group containing an elementary abelian p-subgroup A of rank ...
AbstractThe authors investigate the structure of locally soluble-by-finite groups that satisfy the w...
AbstractA group is called extended residually finite (ERF) if every subgroup is closed in the profin...
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