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dc.contributor.authorГрицук, Д.В.-
dc.contributor.authorМонахов, В.С.-
dc.contributor.authorШпырко, О.А.-
dc.date.accessioned2024-04-01T09:13:34Z-
dc.date.available2024-04-01T09:13:34Z-
dc.date.issued2012-
dc.identifier.citationГрицук, Д.В. О производной π-длине π-разрешимой группы / Д.В. Грицук, В.С. Монахов, О.А. Шпырко // Вестник БГУ. Серия 1. - 2012. - № 3. - С. 90-95.ru
dc.identifier.urihttps://elib.gsu.by/handle123456789/66443-
dc.description.abstractA new notion of the derived π-length of a π-soluble group is proposed. The dependence of the derived π-length of a π-soluble group on the structure of Hall π-subgroups are found. In particular, it is proved that the derived π-length of a π-soluble group with abelian Sylow p-subgroup for any p ∈ π coincides with the derived length of a Hall π-subgroup. Also it is established that if 2∉ π then the derived π-length of a π-soluble group with a metabelian Hall π-subgroup is at most 3.ru
dc.language.isoruru
dc.publisherБелорусский государственный университетru
dc.titleО производной π-длине π-разрешимой группыru
dc.typeArticleru
dc.identifier.udk512.542-
dc.rootВестник БГУru
dc.placeOfPublicationМинскru
dc.seriesСерия 1ru
dc.number№ 3ru
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