We 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 Mansuroǧ
AbstractConsider a free metabelian Lie algebra M of finite rank r over an infinite field K of prime ...
Let $L$ be a free Lie algebra of rank $k$ over a field $K$. If $n\geq 1$ then we let $L_n$ denote th...
Consider a free metabelian Lie algebra M of finite rank r over an infinite field K of prime characte...
We study free centre-by-metabelian Lie algebras over a field of characteristic 2. By using homologic...
WOS: 000438906500006Let L be a free Lie algebra of rank r >= 2 over a field F and let L-n denote the...
We study the free centre-by-metabelian Lie ring, that is, the free Lie ring with the property that t...
Let $L$ be a free Lie algebra of rank $rgeq2$ over a field $F$ and let $L_n$ denote the degree $n$ h...
Let $L$ be a free Lie algebra of finite rank over a field $K$ and let $L_{n}$ denote the degree $n$ ...
Let sl2(K) be the Lie algebra of the 2 × 2 traceless matrices over an infinite field K of characteri...
We use Lazard Elimination to devise some new bases of the free Lie algebra which (like classical Ha...
Let Fm(var G) = Lm/I(G) be the relatively free Lie algebra of rank m in the variety of Lie algebras ...
Thin Lie algebras are graded Lie algebras with dim L_i ≤ 2 for all i, and satisfying a more stringe...
We use the technique known as elimination to devise some new bases of the free Lie algebra which (li...
AbstractTasić, V., On unit groups of Lie centre-by-metabelian algebras, Journal of Pure and Applied ...
AbstractWe use the technique known as elimination to devise some new bases of the free Lie algebra w...
AbstractConsider a free metabelian Lie algebra M of finite rank r over an infinite field K of prime ...
Let $L$ be a free Lie algebra of rank $k$ over a field $K$. If $n\geq 1$ then we let $L_n$ denote th...
Consider a free metabelian Lie algebra M of finite rank r over an infinite field K of prime characte...
We study free centre-by-metabelian Lie algebras over a field of characteristic 2. By using homologic...
WOS: 000438906500006Let L be a free Lie algebra of rank r >= 2 over a field F and let L-n denote the...
We study the free centre-by-metabelian Lie ring, that is, the free Lie ring with the property that t...
Let $L$ be a free Lie algebra of rank $rgeq2$ over a field $F$ and let $L_n$ denote the degree $n$ h...
Let $L$ be a free Lie algebra of finite rank over a field $K$ and let $L_{n}$ denote the degree $n$ ...
Let sl2(K) be the Lie algebra of the 2 × 2 traceless matrices over an infinite field K of characteri...
We use Lazard Elimination to devise some new bases of the free Lie algebra which (like classical Ha...
Let Fm(var G) = Lm/I(G) be the relatively free Lie algebra of rank m in the variety of Lie algebras ...
Thin Lie algebras are graded Lie algebras with dim L_i ≤ 2 for all i, and satisfying a more stringe...
We use the technique known as elimination to devise some new bases of the free Lie algebra which (li...
AbstractTasić, V., On unit groups of Lie centre-by-metabelian algebras, Journal of Pure and Applied ...
AbstractWe use the technique known as elimination to devise some new bases of the free Lie algebra w...
AbstractConsider a free metabelian Lie algebra M of finite rank r over an infinite field K of prime ...
Let $L$ be a free Lie algebra of rank $k$ over a field $K$. If $n\geq 1$ then we let $L_n$ denote th...
Consider a free metabelian Lie algebra M of finite rank r over an infinite field K of prime characte...
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