AbstractThis note is devoted to the construction of two very easy examples, of respective dimensions 4 and 6, of graded Lie algebras whose grading is not given by a semigroup, the latter one being a semisimple algebra. It is shown that 4 is the minimal possible dimension for such graded Lie algebras
In the past two decades there has been a considerable interest in describing all possible gradings ...
A set grading on the split simple Lie algebra of type $D_{13}$, that cannot be realized as a group-g...
We introduce and discuss a connection between representations of a certain class of graded Lie algeb...
AbstractThis note is devoted to the construction of two very easy examples, of respective dimensions...
AbstractThis note is devoted to the construction of a graded Lie algebra, whose grading is not given...
AbstractThe concept of a graded Lie ring L is studied systematically. A grading of L is defined as a...
AbstractThis note is devoted to the construction of a graded Lie algebra, whose grading is not given...
In this paper, we investigate the structure of in nite dimensional Lie algebras L = L 2 L grade...
A thin Lie algebra is a Lie algebra L, graded over the positive integers, with its first homogeneous...
AbstractWe describe the models of the exceptional Lie algebra F4 which are based on its semisimple s...
AbstractWe show that the algebra Der(L) of derivations of a strongly nondegenerate Lie algebra L gra...
Abstract. In this paper, we investigate the structure of innite dimensional Lie algebras L = L α2Γ L...
The class of minimal non-elementary Lie algebras over a field F are studied. These are classified wh...
A thin Lie algebra is a Lie algebra graded over the positive integers satisfying a certain narrownes...
Three classes of finite-dimensional Lie algebras are studied here: those in which every proper subal...
In the past two decades there has been a considerable interest in describing all possible gradings ...
A set grading on the split simple Lie algebra of type $D_{13}$, that cannot be realized as a group-g...
We introduce and discuss a connection between representations of a certain class of graded Lie algeb...
AbstractThis note is devoted to the construction of two very easy examples, of respective dimensions...
AbstractThis note is devoted to the construction of a graded Lie algebra, whose grading is not given...
AbstractThe concept of a graded Lie ring L is studied systematically. A grading of L is defined as a...
AbstractThis note is devoted to the construction of a graded Lie algebra, whose grading is not given...
In this paper, we investigate the structure of in nite dimensional Lie algebras L = L 2 L grade...
A thin Lie algebra is a Lie algebra L, graded over the positive integers, with its first homogeneous...
AbstractWe describe the models of the exceptional Lie algebra F4 which are based on its semisimple s...
AbstractWe show that the algebra Der(L) of derivations of a strongly nondegenerate Lie algebra L gra...
Abstract. In this paper, we investigate the structure of innite dimensional Lie algebras L = L α2Γ L...
The class of minimal non-elementary Lie algebras over a field F are studied. These are classified wh...
A thin Lie algebra is a Lie algebra graded over the positive integers satisfying a certain narrownes...
Three classes of finite-dimensional Lie algebras are studied here: those in which every proper subal...
In the past two decades there has been a considerable interest in describing all possible gradings ...
A set grading on the split simple Lie algebra of type $D_{13}$, that cannot be realized as a group-g...
We introduce and discuss a connection between representations of a certain class of graded Lie algeb...
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