In this paper we first state the classification of the prolongations of complex free fundamental graded Lie algebras. Next we introduce the notion of free pseudo-product fundamental graded Lie algebras and study the prolongations of complex free pseudo-product fundamental graded Lie algebras. Furthermore we investigate the automorphism group of the prolongation of complex free pseudo-product fundamental graded Lie algebras
We prove that every automorphism of the category of free Lie algebras is a semi-inner automorphism. ...
If L = ?n?1Ln is a graded free Lie algebra over a field K and A is a subalgebra of A, let gr A (resp...
AbstractWe study the subgroup generated by the exponentials of formal Lie series. We show three diff...
Abstract. In this paper we first state the classification of the prolongations of complex free funda...
We use the technique known as elimination to devise some new bases of the free Lie algebra which (li...
TEZ10168Tez (Yüksek Lisans) -- Çukurova Üniversitesi, Adana, 2014.Kaynakça (s. 77) var.v, 79 s. ; 29...
AbstractWe use the technique known as elimination to devise some new bases of the free Lie algebra w...
Let Fm(var G) = Lm/I(G) be the relatively free Lie algebra of rank m in the variety of Lie algebras ...
We use Lazard Elimination to devise some new bases of the free Lie algebra which (like classical Ha...
In this paper we translate the necessary and sufficient condi- tions of Tanaka’s theorem on the fini...
AbstractLet G be a group and K a field. If V is a graded KG-module of the form V=V1⊕V2⊕⋯, where each...
The aim is to investigate the structure of the free Lie algebra and free algebras of the varieties a...
Let G be a group and K a field. If V is a graded KG-module of the form V=V1plus sign in circleV2plus...
The theory of relatively free Lie algebras is considered in the paper aiming at the investigation of...
AbstractIf L = ⊕n≥1Ln is a graded free Lie algebra over a field K and A is a subalgebra of A, let gr...
We prove that every automorphism of the category of free Lie algebras is a semi-inner automorphism. ...
If L = ?n?1Ln is a graded free Lie algebra over a field K and A is a subalgebra of A, let gr A (resp...
AbstractWe study the subgroup generated by the exponentials of formal Lie series. We show three diff...
Abstract. In this paper we first state the classification of the prolongations of complex free funda...
We use the technique known as elimination to devise some new bases of the free Lie algebra which (li...
TEZ10168Tez (Yüksek Lisans) -- Çukurova Üniversitesi, Adana, 2014.Kaynakça (s. 77) var.v, 79 s. ; 29...
AbstractWe use the technique known as elimination to devise some new bases of the free Lie algebra w...
Let Fm(var G) = Lm/I(G) be the relatively free Lie algebra of rank m in the variety of Lie algebras ...
We use Lazard Elimination to devise some new bases of the free Lie algebra which (like classical Ha...
In this paper we translate the necessary and sufficient condi- tions of Tanaka’s theorem on the fini...
AbstractLet G be a group and K a field. If V is a graded KG-module of the form V=V1⊕V2⊕⋯, where each...
The aim is to investigate the structure of the free Lie algebra and free algebras of the varieties a...
Let G be a group and K a field. If V is a graded KG-module of the form V=V1plus sign in circleV2plus...
The theory of relatively free Lie algebras is considered in the paper aiming at the investigation of...
AbstractIf L = ⊕n≥1Ln is a graded free Lie algebra over a field K and A is a subalgebra of A, let gr...
We prove that every automorphism of the category of free Lie algebras is a semi-inner automorphism. ...
If L = ?n?1Ln is a graded free Lie algebra over a field K and A is a subalgebra of A, let gr A (resp...
AbstractWe study the subgroup generated by the exponentials of formal Lie series. We show three diff...