Add to ORKGThese are notes of lectures given at UN Encuentro 2016 at the Universidad Nacional de Colombia. We begin with the definition of infinite W-algebras. Then we explain the motivation for the definition if finite W-algebras. Then we present basic facts about the structure and representations of finite W-algebras. In these lectures we follow the historical development of the subject
In this paper we present a systematic study of $W$ algebras from the Hamiltonian reduction point of ...
Ringel CM. The minimal representation-infinite algebras which are special biserial. In: Skowroński A...
Firstly, we investigate the origin of the bosonic W-algebras W(2, 3, 4, 5), W(2, 4, 6) and W(2, 4, 6...
These are notes of lectures given at UN Encuentro 2016 at the Universidad Nacional de Colombia. We b...
This preprint is a set of notes on nilpotent orbits, finite W-algebras, modular representations and ...
We prove here that the definition of finite W-algebras via the Whittaker models, which goes back to ...
In this paper we introduce and study the weakly projectable and projectable W-algebras and we review...
This paper is meant to be a short review and summary of recent results on the structure of finite an...
We address two problems with the structure and representation theory of finite W-algebras associated...
Following the work of Beilinson-Bernstein and Kashiwara-Rouquier, we give a geometric interpretation...
In this article we establish an isomorphism between universal infinitesimal Cherednik algebras and W...
AbstractWe address two problems with the structure and representation theory of finite W-algebras as...
BL-algebras were introduced by P. Hajek as algebraic structures of Basic Logic. The aim of the paper...
In this paper, W*-algebras are presented as canonical colimits of diagrams of matrix algebras and co...
In conformal field theory we investigate the representations of recently discovered W-algebras with ...
In this paper we present a systematic study of $W$ algebras from the Hamiltonian reduction point of ...
Ringel CM. The minimal representation-infinite algebras which are special biserial. In: Skowroński A...
Firstly, we investigate the origin of the bosonic W-algebras W(2, 3, 4, 5), W(2, 4, 6) and W(2, 4, 6...
These are notes of lectures given at UN Encuentro 2016 at the Universidad Nacional de Colombia. We b...
This preprint is a set of notes on nilpotent orbits, finite W-algebras, modular representations and ...
We prove here that the definition of finite W-algebras via the Whittaker models, which goes back to ...
In this paper we introduce and study the weakly projectable and projectable W-algebras and we review...
This paper is meant to be a short review and summary of recent results on the structure of finite an...
We address two problems with the structure and representation theory of finite W-algebras associated...
Following the work of Beilinson-Bernstein and Kashiwara-Rouquier, we give a geometric interpretation...
In this article we establish an isomorphism between universal infinitesimal Cherednik algebras and W...
AbstractWe address two problems with the structure and representation theory of finite W-algebras as...
BL-algebras were introduced by P. Hajek as algebraic structures of Basic Logic. The aim of the paper...
In this paper, W*-algebras are presented as canonical colimits of diagrams of matrix algebras and co...
In conformal field theory we investigate the representations of recently discovered W-algebras with ...
In this paper we present a systematic study of $W$ algebras from the Hamiltonian reduction point of ...
Ringel CM. The minimal representation-infinite algebras which are special biserial. In: Skowroński A...
Firstly, we investigate the origin of the bosonic W-algebras W(2, 3, 4, 5), W(2, 4, 6) and W(2, 4, 6...