Finite soluble groups containing an element of prime order whose centralizer is small

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Publication:1146255

DOI10.1007/BF01223692zbMath0447.20014OpenAlexW2048161555MaRDI QIDQ1146255

Thomas Meixner, Brian Hartley

Publication date: 1981

Published in: Archiv der Mathematik (Search for Journal in Brave)

Full work available at URL: https://doi.org/10.1007/bf01223692




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Solvable groups admitting an automorphism of prime power order whose centralizer is smallA finiteness condition on centralizers in locally finite groupsAlmost solubility of Lie algebras with almost regular automorphismsAlmost regular automorphisms of finite groups of bounded rankFinite groups with an automorphism of prime order whose centralizer has small rank.Lie algebras with almost constant-free derivationsFinite groups whose prime graphs do not contain triangles. IUnnamed ItemOn locally finite groups with a four-subgroup whose centralizer is small.Finite soluble groups admitting an automorphism of prime power order with few fixed pointsOn the structure of locally finite groups with small centralizers.Lie rings with almost regular automorphisms.Finite groups admitting a coprime automorphism satisfying an additional polynomial identityLocally finite groups containing a \(2\)-element with Chernikov centralizer.Centralizers in pseudo-finite groupsOn finite groups isospectral to simple classical groups.Finite groups without elements of order sixAutomorphisms of prime order almost regular in the sense of rank.Automorphisms with finite Reidemeister number in residually finite groups.Locally finite groups and their subgroups with small centralizersPolycyclic group admitting an almost regular automorphism of prime order.Profinite Groups with Restricted CentralizersA note on groups with restrictions on centralizers of in nite indexBounding the exponent of a finite group with automorphismsAlmost regular automorphismsNilpotent residual and fitting subgroup of fixed points in finite groupsUnnamed ItemOn finite non-solvable groups whose Gruenberg-Kegel graphs are isomorphic to the pawOn finite groups with an automorphism of prime order whose fixed points have bounded Engel sinksZentralisatoren von p-Elementen in lokal endlichen Gruppen. (Centralizers of p-elements in locally finite groups)



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