Abstract
A subalgebra H of a Lie algebra L is said a CAP*-subalgebra if, for any non-Frattini chief factor A/B of L, we have H + A = H + B or H ∩ A = H ∩ B. In this article, using this concept, we give some characterizations of solvability and supersolvability of a finite dimensional Lie algebra.
Published Version
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