Determination of groups all of whose proper subgroups have a commutator subgroup of order equal or less than p(p≥3) : corrigendum

Pylyavska, Olha2015-10-062015-10-062008Pylyavska O. Determination of groups all of whose proper subgroups have a commutator subgroup of order equal or less than p(p≥3) : corrigendum / O.S. Pyliavska. // Наукові записки НаУКМА. - 2008. - Т. 74 : Фізико-математичні науки. - С. 5-6.https://ekmair.ukma.edu.ua/handle/123456789/6650It is shown that the nonabelian p-groups all o f whose proper subgroups have a derived subgroup of order equal or less then p for p > 2 is either groups with commutator subgroup o f order p or groups, which are either 2-generated group from isoclinism families Ф3, Ф6. Ф8. Ф14 or 3-generated groups from isoclinism families Ф4, Ф11. The misprints and mistakes o f a previous paper are corrected.ukcorrigendumnonabelian p-groupsнеабелеві р-групикомутантDetermination of groups all of whose proper subgroups have a commutator subgroup of order equal or less than p(p≥3) : corrigendumГрупи, в яких кожна власна підгрупа має комутант порядку не більшого ніж p(p≥3) : corrigendumArticle