Finite groups all of whose abelian subgroups of equal order are conjugate

Waall, Robert W. Van DerSezer, SezginMatematik2022-04-272022-04-272006Sezer, Sezgin; Van Der Waall, Robert W. (2006). "Finite groups all of whose abelian subgroups of equal order are conjugate", Turkish Journal of Mathematics, Vol. 30, No. 2, pp. 139-175.1300-00981303-6149https://search.trdizin.gov.tr/en/yayin/detay/57833/finite-groups-all-whose-abelian-subgroups-of-equal-order-are-conjugateIn this paper we classify the finite groups whose abelian subgroups of equal order (B*-groups) are conjugate. The classification has been achieved by means of a lot of general structure properties of B*-groups, provided in the course of the paper.eninfo:eu-repo/semantics/openAccessMatematikFinite groups all of whose abelian subgroups of equal order are conjugateFinite Groups All Whose Abelian Subgroups of Equal Order Are ConjugateArticle3021391752-s2.0-3375070217557833Q2Q2