Let G be a finite soluble group and h(G) its Fitting length. The aim of this paper is to give certain upper bounds for h(G) as functions of the Fitting length of at least three Hall subgroups of G which factorize G in a particular way.
Let G be a finite soluble group and h(G) its Fitting length. The aim of this paper is to give certain upper bounds for h(G) as functions of the Fitting length of at least three Hall subgroups of G which factorize G in a particular way.
The Fitting length of finite soluble groups I Hall subgroups
BUSETTO, Giorgio;JABARA, Enrico
2016-01-01
Abstract
Let G be a finite soluble group and h(G) its Fitting length. The aim of this paper is to give certain upper bounds for h(G) as functions of the Fitting length of at least three Hall subgroups of G which factorize G in a particular way.
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