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math.RA2023
Weak c-ideals of Leibniz algebras
David A. Towers, Zekiye Ciloglu
A subalgebra of a Leibniz algebra is called a weak c-ideal of if there is a subideal of such that and where is the larg…
math.RA2020
Weak c-ideals of Lie algebras
David A. Towers, Zekiye Ciloglu
A subalgebra B of a Lie algebra L is called a weak c-ideal of L if there is a subideal C of L such that L = B+C and B\cap C \subseteq B_L where B_L is the largest ideal of L contai…
math.RA2015★ 1 cited
On complemented non-abelian chief factors of a Lie algebra
David A. Towers, Zekiye Ciloglu
The number of Frattini chief factors or of chief factors which are complemented by a maximal subalgebra of a finite-dimensional Lie algebra is the same in every chief series fo…