The paper develops a linearized notion of Lusztig\u27s character sheaves (on Lie algebras rather then on groups), which contains Lusztig\u27s class of character sheaves on Lie algebras. The theory is independent of the characteristic p of the field, and we use it to provide elementary proofs of some results of Lusztig (for instance, the observation that on groups all cuspidal sheaves are character sheaves)
In this paper we continue the study of character sheaves on a reductive group. To each subset of the...
Let A be a character sheaf on a connected reductive group G over an algebraically closed field. Assu...
97 pages, in frenchInternational audienceIn the first chapters, this paper contains a survey on the ...
The paper develops a linearized notion of Lusztig\u27s character sheaves (on Lie algebras rather the...
The paper develops a linearized notion of Lusztig\u27s character sheaves (on Lie algebras rather the...
The paper develops a linearized notion of Lusztig\u27s character sheaves (on Lie algebras rather the...
The paper develops a linearized notion of Lusztig\u27s character sheaves (on Lie algebras rather the...
The paper contains comments on the parabolic character sheaves associated to a connected reductive g...
AbstractWe study the intermediate extension of the character sheaves on an adjoint group to the semi...
With a view to determining character values of finite reductive groups at unipotent elements, we pro...
AbstractWe study the intermediate extension of the character sheaves on an adjoint group to the semi...
We study the intermediate extension of the character sheaves on an adjoint group to the semi-stable ...
We give a definition of character sheaves on the group compactification which is equivalent to Luszt...
Abstract. With a view to determining character values of finite reductive groups at unipotent elemen...
In 1988, Mirkovic and Vilonen and independently Ginzburg proved that, in characteristic $0$, a $G$-e...
In this paper we continue the study of character sheaves on a reductive group. To each subset of the...
Let A be a character sheaf on a connected reductive group G over an algebraically closed field. Assu...
97 pages, in frenchInternational audienceIn the first chapters, this paper contains a survey on the ...
The paper develops a linearized notion of Lusztig\u27s character sheaves (on Lie algebras rather the...
The paper develops a linearized notion of Lusztig\u27s character sheaves (on Lie algebras rather the...
The paper develops a linearized notion of Lusztig\u27s character sheaves (on Lie algebras rather the...
The paper develops a linearized notion of Lusztig\u27s character sheaves (on Lie algebras rather the...
The paper contains comments on the parabolic character sheaves associated to a connected reductive g...
AbstractWe study the intermediate extension of the character sheaves on an adjoint group to the semi...
With a view to determining character values of finite reductive groups at unipotent elements, we pro...
AbstractWe study the intermediate extension of the character sheaves on an adjoint group to the semi...
We study the intermediate extension of the character sheaves on an adjoint group to the semi-stable ...
We give a definition of character sheaves on the group compactification which is equivalent to Luszt...
Abstract. With a view to determining character values of finite reductive groups at unipotent elemen...
In 1988, Mirkovic and Vilonen and independently Ginzburg proved that, in characteristic $0$, a $G$-e...
In this paper we continue the study of character sheaves on a reductive group. To each subset of the...
Let A be a character sheaf on a connected reductive group G over an algebraically closed field. Assu...
97 pages, in frenchInternational audienceIn the first chapters, this paper contains a survey on the ...