Add to ORKGWe study free centre-by-metabelian Lie algebras over a field of characteristic 2. By using homological methods, we determine the dimensions of the fine homogeneous components of the second derived algebra. In conjunction with earlier results by Mansuro\v{g}lu and the second author, this leads to a complete description of the additive structure of the second derived ideal in the free centre-by-metabelian Lie ring
The aim is to investigate the structure of the free Lie algebra and free algebras of the varieties a...
Consider a free metabelian Lie algebra M of finite rank r over an infinite field K of prime characte...
AbstractTasić, V., On unit groups of Lie centre-by-metabelian algebras, Journal of Pure and Applied ...
We study free centre-by-metabelian Lie algebras over a field of characteristic 2. By using homologic...
We study the free centre-by-metabelian Lie ring, that is, the free Lie ring with the property that t...
WOS: 000438906500006Let L be a free Lie algebra of rank r >= 2 over a field F and let L-n denote the...
Let $L$ be a free Lie algebra of rank $rgeq2$ over a field $F$ and let $L_n$ denote the degree $n$ h...
Let Fm(var G) = Lm/I(G) be the relatively free Lie algebra of rank m in the variety of Lie algebras ...
We study the free Lie ring of rank $2$ in the variety of all centre-by-nilpotent-by-abelian Lie ring...
Let sl2(K) be the Lie algebra of the 2 × 2 traceless matrices over an infinite field K of characteri...
Consider L to be a graded free Lie algebra over a principal ideal domain, and r a nonzero element of...
We use the technique known as elimination to devise some new bases of the free Lie algebra which (li...
Thin Lie algebras are graded Lie algebras with dim L_i ≤ 2 for all i, and satisfying a more stringe...
We use Lazard Elimination to devise some new bases of the free Lie algebra which (like classical Ha...
AbstractConsider a free metabelian Lie algebra M of finite rank r over an infinite field K of prime ...
The aim is to investigate the structure of the free Lie algebra and free algebras of the varieties a...
Consider a free metabelian Lie algebra M of finite rank r over an infinite field K of prime characte...
AbstractTasić, V., On unit groups of Lie centre-by-metabelian algebras, Journal of Pure and Applied ...
We study free centre-by-metabelian Lie algebras over a field of characteristic 2. By using homologic...
We study the free centre-by-metabelian Lie ring, that is, the free Lie ring with the property that t...
WOS: 000438906500006Let L be a free Lie algebra of rank r >= 2 over a field F and let L-n denote the...
Let $L$ be a free Lie algebra of rank $rgeq2$ over a field $F$ and let $L_n$ denote the degree $n$ h...
Let Fm(var G) = Lm/I(G) be the relatively free Lie algebra of rank m in the variety of Lie algebras ...
We study the free Lie ring of rank $2$ in the variety of all centre-by-nilpotent-by-abelian Lie ring...
Let sl2(K) be the Lie algebra of the 2 × 2 traceless matrices over an infinite field K of characteri...
Consider L to be a graded free Lie algebra over a principal ideal domain, and r a nonzero element of...
We use the technique known as elimination to devise some new bases of the free Lie algebra which (li...
Thin Lie algebras are graded Lie algebras with dim L_i ≤ 2 for all i, and satisfying a more stringe...
We use Lazard Elimination to devise some new bases of the free Lie algebra which (like classical Ha...
AbstractConsider a free metabelian Lie algebra M of finite rank r over an infinite field K of prime ...
The aim is to investigate the structure of the free Lie algebra and free algebras of the varieties a...
Consider a free metabelian Lie algebra M of finite rank r over an infinite field K of prime characte...
AbstractTasić, V., On unit groups of Lie centre-by-metabelian algebras, Journal of Pure and Applied ...