Add to ORKGcategory of modules over the Lie algebra glm to the category of modules over the degenerate affine Hecke algebra of GL
The aim is to investigate the structure of the free Lie algebra and free algebras of the varieties a...
The category of graded level zero representations of current Lie algebra shares many properties with...
We classify all continuous degenerate irreducible modules over the exceptional linearly compact Lie ...
We study the composition of the functor from the category of modules over the Lie algebra $\mathfra...
Let G=GL(N), K=GL(p) x GL(q), where p+q=N, and let n be a positive integer. We construct a functor f...
Part I of this thesis lays the foundations of categorical Demazure operators following the work of A...
AbstractWe construct a family of exact functors from the Bernstein–Gelfand–Gelfand category O of sln...
This paper presents categorifications of (right) cell modules and induced cell modules for Hecke alg...
This paper presents categorifications of (right) cell modules and induced cell modules for Hecke alg...
Ringel CM. The category of good modules over a quasi-hereditary algebra. In: Proceedings of the six...
For an affine algebraic variety X we study a category of modules that admit compatible actions of bo...
AbstractThis paper presents categorifications of (right) cell modules and induced cell modules for H...
Abstract. An equivalence between categories of modules for a generalized Kac-Moody algebra and modul...
For an affine algebraic variety X we study a category of modules that admit compatible actions of bo...
In this paper, we recover certain known results about the ladder representations of GL(n, ℚp) define...
The aim is to investigate the structure of the free Lie algebra and free algebras of the varieties a...
The category of graded level zero representations of current Lie algebra shares many properties with...
We classify all continuous degenerate irreducible modules over the exceptional linearly compact Lie ...
We study the composition of the functor from the category of modules over the Lie algebra $\mathfra...
Let G=GL(N), K=GL(p) x GL(q), where p+q=N, and let n be a positive integer. We construct a functor f...
Part I of this thesis lays the foundations of categorical Demazure operators following the work of A...
AbstractWe construct a family of exact functors from the Bernstein–Gelfand–Gelfand category O of sln...
This paper presents categorifications of (right) cell modules and induced cell modules for Hecke alg...
This paper presents categorifications of (right) cell modules and induced cell modules for Hecke alg...
Ringel CM. The category of good modules over a quasi-hereditary algebra. In: Proceedings of the six...
For an affine algebraic variety X we study a category of modules that admit compatible actions of bo...
AbstractThis paper presents categorifications of (right) cell modules and induced cell modules for H...
Abstract. An equivalence between categories of modules for a generalized Kac-Moody algebra and modul...
For an affine algebraic variety X we study a category of modules that admit compatible actions of bo...
In this paper, we recover certain known results about the ladder representations of GL(n, ℚp) define...
The aim is to investigate the structure of the free Lie algebra and free algebras of the varieties a...
The category of graded level zero representations of current Lie algebra shares many properties with...
We classify all continuous degenerate irreducible modules over the exceptional linearly compact Lie ...