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Groups in which the normal closures of cyclic subgroups have bounded finite Hirsch-Zaitsev rank. - MaRDI portal

Groups in which the normal closures of cyclic subgroups have bounded finite Hirsch-Zaitsev rank. (Q2850110)

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scientific article; zbMATH DE number 6212355
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English
Groups in which the normal closures of cyclic subgroups have bounded finite Hirsch-Zaitsev rank.
scientific article; zbMATH DE number 6212355

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    26 September 2013
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    generalized soluble groups
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    cyclic subgroups
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    normal closures
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    Hirsch-Zaitsev rank
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    groups of bounded rank
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    ascending series
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    Groups in which the normal closures of cyclic subgroups have bounded finite Hirsch-Zaitsev rank. (English)
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