On the Fitting length of finite soluble groups I
classification
🧮 math.GR
keywords
fittinglengthfinitesolubleboundscertainfactorizefunctions
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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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