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On Benign Subgroups Constructed by Higman’s Sequence Building Operation

Journal of contemporary mathematical analysis, 2024-02, Vol.59 (1), p.1-12

2024

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On the Product of Subsets in Periodic Groups

Journal of contemporary mathematical analysis, 2022-12, Vol.57 (6), p.395-398

2022

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Central Extensions of -Torsion Groups

Journal of contemporary mathematical analysis, 2022, Vol.57 (1), p.26-34

2022

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Normal Automorphisms of Free Groups of Infinitely Based Varieties

Mathematical Notes, 2020-07, Vol.108 (1-2), p.149-154

2020

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Central extensions of free periodic groups

Sbornik. Mathematics, 2018-12, Vol.209 (12), p.1677-1689

2018

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The automorphisms of endomorphism semigroups of free burnside groups

International journal of algebra and computation, 2015-06, Vol.25 (4), p.669-674

Atabekyan, V. S.

2015

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n-torsion Groups

Journal of contemporary mathematical analysis, 2019-11, Vol.54 (6), p.319-327

2019

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On free groups in the infinitely based varieties of S. I. Adian

Izvestiya. Mathematics, 2017-10, Vol.81 (5), p.889-900

2017

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The automorphisms of endomorphism semigroups of relatively free groups

International journal of algebra and computation, 2018-03, Vol.28 (2), p.207-215

2018

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Questions in algebra and mathematical logic. Scientific heritage of S. I. Adian

Russian mathematical surveys, 2021-02, Vol.76 (1), p.1-27

2021

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Periodic products of groups

Journal of contemporary mathematical analysis, 2017-05, Vol.52 (3), p.111-117

2017

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Splitting automorphisms of free Burnside groups

Sbornik. Mathematics, 2013-01, Vol.204 (2), p.182-189

Atabekyan, V. S.

2013

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THE GROUPS OF AUTOMORPHISMS ARE COMPLETE FOR FREE BURNSIDE GROUPS OF ODD EXPONENTS n ≥ 1003

International journal of algebra and computation, 2013-09, Vol.23 (6), p.1485-1496

ATABEKYAN, V. S.

2013

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Characteristic properties and uniform non-amenability of n -periodic products of groups

Izvestiya. Mathematics, 2015-01, Vol.79 (6), p.1097-1110

2015

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The unique trace property of n-periodic product of groups

Journal of contemporary mathematical analysis, 2017-07, Vol.52 (4), p.161-165

2017

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Automorphism Groups and Endomorphism Semigroups of Groups B(m, n)

Algebra and logic, 2015-03, Vol.54 (1), p.58-62

Atabekyan, V. S.

2015

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Splitting automorphisms of order p k of free Burnside groups are inner

Mathematical Notes, 2014-05, Vol.95 (5-6), p.586-589

Atabekyan, V. S.

2014

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Splitting automorphisms of order pk of free Burnside groups are inner

Mathematical Notes, 2014, Vol.95 (5-6), p.586-589

Atabekyan, V. S.

2014

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C-simplicity of n-periodic products

Mathematical Notes, 2016-05, Vol.99 (5-6), p.631-635

2016

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Questions in algebra and mathematical logic. Scientific heritage of S.I. Adian

Russian mathematical surveys, 2021-02, Vol.76 (1)

2021

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On normal subgroups in the periodic products of S.I. Adian

Proceedings of the Steklov Institute of Mathematics, 2011-10, Vol.274 (1), p.9-24

Atabekyan, V. S.

2011

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Characteristic properties and uniform non-amenability of -periodic products of groups

Izvestiya. Mathematics, 2015-12, Vol.79 (6), p.1097-1110

2015

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The Hopfian property of n-periodic products of groups

Mathematical Notes, 2014-03, Vol.95 (3-4), p.443-449

2014

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Sergei Ivanovich Adian

Russian mathematical surveys, 2021-02, Vol.76 (1), p.177-181

2021

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The normalizers of free subgroups in free burnside groups of odd period n ≥ 1003

Journal of mathematical sciences (New York, N.Y.), 2010, Vol.166 (6), p.691-703

Atabekyan, V. S.

2010

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On Benign Subgroups Constructed by Higman’s Sequence Building Operation

On the Product of Subsets in Periodic Groups

Central Extensions of -Torsion Groups

Normal Automorphisms of Free Groups of Infinitely Based Varieties

Central extensions of free periodic groups

The automorphisms of endomorphism semigroups of free burnside groups

n-torsion Groups

On free groups in the infinitely based varieties of S. I. Adian

The automorphisms of endomorphism semigroups of relatively free groups

Questions in algebra and mathematical logic. Scientific heritage of S. I. Adian

Periodic products of groups

Splitting automorphisms of free Burnside groups

THE GROUPS OF AUTOMORPHISMS ARE COMPLETE FOR FREE BURNSIDE GROUPS OF ODD EXPONENTS n ≥ 1003

Characteristic properties and uniform non-amenability of n -periodic products of groups

The unique trace property of n-periodic product of groups

Automorphism Groups and Endomorphism Semigroups of Groups B(m, n)

Splitting automorphisms of order p k of free Burnside groups are inner

Splitting automorphisms of order pk of free Burnside groups are inner

C-simplicity of n-periodic products

Questions in algebra and mathematical logic. Scientific heritage of S.I. Adian

On normal subgroups in the periodic products of S.I. Adian

Characteristic properties and uniform non-amenability of -periodic products of groups

The Hopfian property of n-periodic products of groups

Sergei Ivanovich Adian

The normalizers of free subgroups in free burnside groups of odd period n ≥ 1003

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