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math.RA2017★ 2 cited
Commutative post-Lie algebra structures and linear equations for nilpotent Lie algebras
D. Burde, W. A. Moens, K. Dekimpe
We show that for a given nilpotent Lie algebra with all commutative post-Lie algebra structures, or CPA-struct…
math.RA2017★ 1 cited
Representing Lie algebras using approximations with nilpotent ideals
Wolfgang Alexander Moens
We prove a refinement of Ado's theorem for Lie algebras over an algebraically-closed field of characteristic zero. We first define what it means for a Lie algebra to be approxi…