V. S. Atabekyan

most citedAutomorphism groups of endomorphism semigroups of free periodic groups

6 citations · 12 across the 2 of their papers we have counts for

collaborators

3 papers

math.GR2018

Central extensions of free periodic groups

Srgei I. Adian, Varujan S. Atabekyan

It is proved that any countable abelian group $D$ can be embedded as a centre into a $m$ -generated group $A$ such that the quotient group $A / D$ is isomorphic to the free Burnside g…

math.GR2015★ 6 cited

Automorphism groups of endomorphism semigroups of free periodic groups

Varujan S. Atabekyan

In this paper we describe the automorphism groups of the endomorphism semigroups of free Burnside groups $B (m, n)$ for odd exponents $n \geq 1003$ . We prove, that the groups $Aut(End(B…

math.GR2015★ 6 cited

The Hopfian Property of $n$ -Periodic Products of Groups

S. I. Adian, V. S. Atabekyan

Let $H$ be a subgroup of a group $G$ . A normal subgroup $N_{H}$ of $H$ is said to be inheritably normal if there is a normal subgroup $N_{G}$ of $G$ such that $N_{H} = N_{G} \cap H$ . It is pr…

Central extensions of free periodic groups

Automorphism groups of endomorphism semigroups of free periodic groups

The Hopfian Property of n-Periodic Products of Groups

The Hopfian Property of $n$ -Periodic Products of Groups