We give a quick review of the basic aspects of the theory of representations of super Lie groups on finite-dimensional vector spaces. In particular, the various possible approaches to representations of super Lie groups, super Harish–Chandra pairs and actions are analyzed. A sketch of a general setting for induced representation is also presented and some basic examples of induced representations (i.e., special and odd induction) are given
In this paper we discuss the highest weight kr-finite representations of the pair (r, kr) consisting...
It is well known that the category of super Lie groups (SLG) is equivalent to the category of super ...
It is known that there exists a natural functor Phi from Lie supergroups to super Harish-Chandra pai...
We give a quick review of the basic aspects of the theory of representations of super Lie groups on ...
In this paper we give a brief account of the main aspects of the theory of associated and principal ...
In this paper we give a brief account of the main aspects of the theory of associated and principal ...
In this paper we give a brief account of the main aspects of the theory of associated and principal ...
In this paper we discuss the highest weight kr-finite representations of the pair (r, kr) consisting...
We review the basic theory of super G-spaces. We prove a theorem relating the action of a super Hari...
It is well known that the category of super Lie groups (SLG) is equivalent to the category of super ...
It is well known that the category of super Lie groups (SLG) is equivalent to the category of super ...
It is well known that the category of super Lie groups (SLG) is equivalent to the category of super ...
It is well known that the category of super Lie groups (SLG) is equivalent to the category of super ...
It is well known that the category of super Lie groups (SLG) is equivalent to the category of super ...
In this paper we discuss the highest weight kr-finite representations of the pair (r, kr) consisting...
In this paper we discuss the highest weight kr-finite representations of the pair (r, kr) consisting...
It is well known that the category of super Lie groups (SLG) is equivalent to the category of super ...
It is known that there exists a natural functor Phi from Lie supergroups to super Harish-Chandra pai...
We give a quick review of the basic aspects of the theory of representations of super Lie groups on ...
In this paper we give a brief account of the main aspects of the theory of associated and principal ...
In this paper we give a brief account of the main aspects of the theory of associated and principal ...
In this paper we give a brief account of the main aspects of the theory of associated and principal ...
In this paper we discuss the highest weight kr-finite representations of the pair (r, kr) consisting...
We review the basic theory of super G-spaces. We prove a theorem relating the action of a super Hari...
It is well known that the category of super Lie groups (SLG) is equivalent to the category of super ...
It is well known that the category of super Lie groups (SLG) is equivalent to the category of super ...
It is well known that the category of super Lie groups (SLG) is equivalent to the category of super ...
It is well known that the category of super Lie groups (SLG) is equivalent to the category of super ...
It is well known that the category of super Lie groups (SLG) is equivalent to the category of super ...
In this paper we discuss the highest weight kr-finite representations of the pair (r, kr) consisting...
In this paper we discuss the highest weight kr-finite representations of the pair (r, kr) consisting...
It is well known that the category of super Lie groups (SLG) is equivalent to the category of super ...
It is known that there exists a natural functor Phi from Lie supergroups to super Harish-Chandra pai...