Abels groups without class 2 torsion, having automorphizm orler 4 or 6 | Vestnik Tomskogo gosudarstvennogo universiteta – Tomsk State University Journal. 2003. № 280.

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Abels groups without class 2 torsion, having automorphizm orler 4 or 6

This paperdescribes quasydecompose abela groups without rank 2 torsion, having automorphizm order 4 (or order 6).

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Authors

NameOrganizationE-mail
Faustova I.L.Seversky Institute of Technology
Всего: 1

References

Кожухов С.Ф. Регулярно полные абелевы группы// Изв. вузов. Матем. 1980. № 12. С. 14-19.
Кожухов С.Ф. Группы автоморфизмов регулярно полных абелевых групп без кручения / Томский ун-т. Томск, 1977. 29 с. - Деп. в ВИНИТИ 12.07.77, № 2790.
Фукс Л. Бесконечные абелевы группы. М.: Мир, 1977. Т. 2. 416 с.
Warfield R.B. Homomorfism and duality for tor-sion free groups // Math. Z. 1968. No. 107. P. 189-200.
Abels groups without class 2 torsion, having automorphizm orler 4 or 6 | Vestnik Tomskogo gosudarstvennogo universiteta – Tomsk State University Journal. 2003. № 280.

Abels groups without class 2 torsion, having automorphizm orler 4 or 6 | Vestnik Tomskogo gosudarstvennogo universiteta – Tomsk State University Journal. 2003. № 280.

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