Add to ORKGWe describe the isomorphism classes of infinite-dimensional N-graded Lie algebras of maximal class over fields of odd characteristic generated by their first homogeneous component
We investigate a class of infinite-dimensional, modular, graded Lie algebra in which the homogeneous...
For every field (F) which has a quadratic extension (E) we show there are non-metabelian infinite-di...
For every field (F) which has a quadratic extension (E) we show there are non-metabelian infinite-di...
AbstractWe describe the isomorphism classes of infinite-dimensional N-graded Lie algebras of maximal...
We describe the isomorphism classes of infinite-dimensional N-graded Lie algebras of maximal class g...
We describe the isomorphism classes of infinite-dimensional N -graded Lie algebras of maximal class ...
AbstractWe describe the isomorphism classes of infinite-dimensional N-graded Lie algebras of maximal...
AbstractWe describe the isomorphism classes of infinite-dimensional N-graded Lie algebras of maximal...
The aim of this thesis is to begin the study of graded Lie algebras of maximal class over a field of...
We study graded Lie algebras of maximal class over a field $ \mathbf {F}$ of positive characteristic...
The algebras of the title are infinite-dimensional graded Lie algebras $L= \bigoplus_{i=1}^{\infty}L...
A thin Lie algebra is a Lie algebra L, graded over the positive integers, with its first homogeneous...
Let n>1 be an integer. The algebras of the title, which we abbreviate as algebras of type n, are inf...
AbstractIt was shown by A. Fialowski that an arbitrary infinite-dimensional N-graded “filiform type”...
Among thin graded Lie algebras, which are particular instances of Lie algebras of finite width, ther...
We investigate a class of infinite-dimensional, modular, graded Lie algebra in which the homogeneous...
For every field (F) which has a quadratic extension (E) we show there are non-metabelian infinite-di...
For every field (F) which has a quadratic extension (E) we show there are non-metabelian infinite-di...
AbstractWe describe the isomorphism classes of infinite-dimensional N-graded Lie algebras of maximal...
We describe the isomorphism classes of infinite-dimensional N-graded Lie algebras of maximal class g...
We describe the isomorphism classes of infinite-dimensional N -graded Lie algebras of maximal class ...
AbstractWe describe the isomorphism classes of infinite-dimensional N-graded Lie algebras of maximal...
AbstractWe describe the isomorphism classes of infinite-dimensional N-graded Lie algebras of maximal...
The aim of this thesis is to begin the study of graded Lie algebras of maximal class over a field of...
We study graded Lie algebras of maximal class over a field $ \mathbf {F}$ of positive characteristic...
The algebras of the title are infinite-dimensional graded Lie algebras $L= \bigoplus_{i=1}^{\infty}L...
A thin Lie algebra is a Lie algebra L, graded over the positive integers, with its first homogeneous...
Let n>1 be an integer. The algebras of the title, which we abbreviate as algebras of type n, are inf...
AbstractIt was shown by A. Fialowski that an arbitrary infinite-dimensional N-graded “filiform type”...
Among thin graded Lie algebras, which are particular instances of Lie algebras of finite width, ther...
We investigate a class of infinite-dimensional, modular, graded Lie algebra in which the homogeneous...
For every field (F) which has a quadratic extension (E) we show there are non-metabelian infinite-di...
For every field (F) which has a quadratic extension (E) we show there are non-metabelian infinite-di...