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The p-Huppert-subgroup and the set of p-quasi-superfluous elements in a finite group
Published online by Cambridge University Press: 20 January 2009
Abstract
Based on the theory of p-supersoluble and supersoluble groups, a prime-number parametrized family of canonical characteristic subgroups Γp(G) and their intersection Γ(G) is introduced in every finite group G and some of its properties are studied. Special interest is dedicated to an elementwise description of the largest p-nilpotent normal subgroup of Γp(G) and of the Fitting subgroup of Γ(G).
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- Copyright © Edinburgh Mathematical Society 1993