Lie algebra F-normalisers are intravariant
Donald W. Barnes
TL;DR
This paper proves that F-normalisers in soluble Lie algebras are intravariant, establishing a new property linking formation theory and intravariance in Lie algebra structure.
Contribution
It introduces the result that F-normalisers are intravariant in soluble Lie algebras, connecting formation properties with intravariance.
Findings
F-normalisers are intravariant in soluble Lie algebras
Establishes a new link between formation theory and intravariance
Enhances understanding of Lie algebra substructure properties
Abstract
Let F be a saturated formation of soluble Lie algebras and let U be an F-normaliser of the soluble Lie algebra L. Then U is intravariant in L.
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Taxonomy
TopicsEicosanoids and Hypertension Pharmacology