On the Fitting height of a soluble group that is generated by a conjugacy class of 3-elements (II)

Abdullah Al-roqi; Paul Flavell

doi:10.1016/j.jalgebra.2008.02.002

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On the Fitting height of a soluble group that is generated by a conjugacy class of 3-elements (II)

Journal article

Peer reviewed

On the Fitting height of a soluble group that is generated by a conjugacy class of 3-elements (II)

Abdullah Al-roqi and Paul Flavell

Journal of algebra, Vol.319(10), pp.4325-4337

15/05/2008

DOI: https://doi.org/10.1016/j.jalgebra.2008.02.002

Abstract

Finite soluble group

Fitting height

Let G be a fnite group and P a subgroup of order 3. In this paper we proved some results about the soluble subgroups generated by three conjugates of P and we use these results to produce some properties of the group G.

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Details

Title: On the Fitting height of a soluble group that is generated by a conjugacy class of 3-elements (II)
Creators - without role: Abdullah Al-roqi - King Abdulaziz University
Paul Flavell - University of Birmingham
Publication Details: Journal of algebra, Vol.319(10), pp.4325-4337
Publisher: Elsevier Inc
Identifiers: 9921465408331
Academic Unit: King Abdulaziz University
Language: English
Resource Type: Journal article