DOIAbstract
AbstractLet L be a free Lie algebra over a field k, I and J non-trivial proper ideals of L. If I+J≠L then the Schur multiplier, H2(L/[I,J],k), of L/[I,J] is not finite dimensional, and so in particular, L/[I,J] is not finitely presented
AbstractLet L be a free Lie algebra over a field k, I and J non-trivial proper ideals of L. If I+J≠L then the Schur multiplier, H2(L/[I,J],k), of L/[I,J] is not finite dimensional, and so in particular, L/[I,J] is not finitely presented
AbstractThe only possible ideals which are finitely generated as subalgebras of a free Lie algebra a...
AbstractWe classify all (finitely dimensional) nilpotent Lie k-algebras h with 2-dimensional commuta...
We classify all (finitely dimensional nilpotent Lie k-algebras h with 2-dimensional commutator ideal...
AbstractLet L be a free Lie algebra over a field k, I and J non-trivial proper ideals of L. If I+J≠L...
AbstractLet L be a free Lie algebra over a field k, I a non-trivial proper ideal of L, n > 1 an inte...
AbstractLet L be a free Lie algebra over a field k, I a non-trivial proper ideal of L, n > 1 an inte...
Let F be a free Lie algebra of finite rank over a field K. We prove that if an ideal 〈v~ ...
AbstractThe only possible ideals which are finitely generated as subalgebras of a free Lie algebra a...
The only possible ideals which are finitely generated as subalgebras of a free Lie algebra are the z...
This paper investigates ideals in free polynilpotent Lie algebras. In §2 it is shown that if S is a ...
ABSTRACT. In group theory Schreier’s technique provides a basis for a subgroup of a free group. In t...
WOS: A1991EZ83000002This paper investigates ideals in free polynipotent Lie algebras. In section 2 i...
The aim is to investigate the structure of the free Lie algebra and free algebras of the varieties a...
AbstractWe study the quotient Qi(A) of a free algebra A by the ideal Mi(A) generated by the ith comm...
AbstractThe elementary theory of a nontrivial free Lie algebra over a commutative integral domain is...
AbstractThe only possible ideals which are finitely generated as subalgebras of a free Lie algebra a...
AbstractWe classify all (finitely dimensional) nilpotent Lie k-algebras h with 2-dimensional commuta...
We classify all (finitely dimensional nilpotent Lie k-algebras h with 2-dimensional commutator ideal...
AbstractLet L be a free Lie algebra over a field k, I and J non-trivial proper ideals of L. If I+J≠L...
AbstractLet L be a free Lie algebra over a field k, I a non-trivial proper ideal of L, n > 1 an inte...
AbstractLet L be a free Lie algebra over a field k, I a non-trivial proper ideal of L, n > 1 an inte...
Let F be a free Lie algebra of finite rank over a field K. We prove that if an ideal 〈v~ ...
AbstractThe only possible ideals which are finitely generated as subalgebras of a free Lie algebra a...
The only possible ideals which are finitely generated as subalgebras of a free Lie algebra are the z...
This paper investigates ideals in free polynilpotent Lie algebras. In §2 it is shown that if S is a ...
ABSTRACT. In group theory Schreier’s technique provides a basis for a subgroup of a free group. In t...
WOS: A1991EZ83000002This paper investigates ideals in free polynipotent Lie algebras. In section 2 i...
The aim is to investigate the structure of the free Lie algebra and free algebras of the varieties a...
AbstractWe study the quotient Qi(A) of a free algebra A by the ideal Mi(A) generated by the ith comm...
AbstractThe elementary theory of a nontrivial free Lie algebra over a commutative integral domain is...
AbstractThe only possible ideals which are finitely generated as subalgebras of a free Lie algebra a...
AbstractWe classify all (finitely dimensional) nilpotent Lie k-algebras h with 2-dimensional commuta...
We classify all (finitely dimensional nilpotent Lie k-algebras h with 2-dimensional commutator ideal...
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