We study those finite dimensional quotients of the rational Cherednik algebra at t=0 that are supported at a point of the centre. It is shown that each such quotient is Morita equivalent to a certain cuspidal quotient of a rational Cherednik algebra associated to a parabolic subgroup of W
AbstractIn this paper we describe the Jordan–Hölder series of the standard modules over the rational...
In this note we explicitly construct an action of the rational Cherednik algebra H1,m/n (Sn , Cn ) c...
AbstractIn this paper, we classify the irreducible representations of the rational Cherednik algebra...
In this article we study rational Cherednik algebras at $t = 1$ in positive characteristic. We study...
AbstractIn this paper we determine the support of the irreducible spherical representation (i.e., th...
We classify the simple modules for the rational Cherednik algebra H0,c that are irreducible when res...
The subject of this thesis is the interplay between the geometry and the representation theory of ra...
We classify the simple modules for the rational Cherednik algebra H0,c that are irreducible when res...
We classify the simple modules for the rational Cherednik algebra that are irreducible when restrict...
In this paper we obtain several results about representations of rational Cherednik algebras, and di...
We introduce parabolic degenerations of rational Cherednik algebras of complex reflection groups, an...
We introduce parabolic degenerations of rational Cherednik algebras of complex reflection groups, an...
We introduce parabolic degenerations of rational Cherednik algebras of complex reflection groups, an...
We introduce parabolic degenerations of rational Cherednik algebras of complex reflection groups, an...
We introduce parabolic degenerations of rational Cherednik algebras of complex reflection groups, an...
AbstractIn this paper we describe the Jordan–Hölder series of the standard modules over the rational...
In this note we explicitly construct an action of the rational Cherednik algebra H1,m/n (Sn , Cn ) c...
AbstractIn this paper, we classify the irreducible representations of the rational Cherednik algebra...
In this article we study rational Cherednik algebras at $t = 1$ in positive characteristic. We study...
AbstractIn this paper we determine the support of the irreducible spherical representation (i.e., th...
We classify the simple modules for the rational Cherednik algebra H0,c that are irreducible when res...
The subject of this thesis is the interplay between the geometry and the representation theory of ra...
We classify the simple modules for the rational Cherednik algebra H0,c that are irreducible when res...
We classify the simple modules for the rational Cherednik algebra that are irreducible when restrict...
In this paper we obtain several results about representations of rational Cherednik algebras, and di...
We introduce parabolic degenerations of rational Cherednik algebras of complex reflection groups, an...
We introduce parabolic degenerations of rational Cherednik algebras of complex reflection groups, an...
We introduce parabolic degenerations of rational Cherednik algebras of complex reflection groups, an...
We introduce parabolic degenerations of rational Cherednik algebras of complex reflection groups, an...
We introduce parabolic degenerations of rational Cherednik algebras of complex reflection groups, an...
AbstractIn this paper we describe the Jordan–Hölder series of the standard modules over the rational...
In this note we explicitly construct an action of the rational Cherednik algebra H1,m/n (Sn , Cn ) c...
AbstractIn this paper, we classify the irreducible representations of the rational Cherednik algebra...
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