We classify the unipotent character sheaves on a fixed connected component of a reductive algebraic group under a mild condition on the characteristic of the ground field.National Science Foundation (U.S.
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...
Abstract. With a view to determining character values of finite reductive groups at unipotent elemen...
Let G be a reductive connected group over an algebraic closure of finite field. In this paper we giv...
We relate a generic character sheaf on a disconnected reductive group with a character of the ration...
Let A be a character sheaf on a connected reductive group G over an algebraically closed field. Assu...
We construct a basis for the space of invariant functions on the rational points of a possibly disco...
In this paper we continue the study of character sheaves on a reductive group. To each subset of the...
Let G be a reductive, connected algebraic group over an algebraic closure of a finite field. We defi...
In this paper we establish the generalized Springer correspondence for possibly disconnected groups
In this paper we define and study generalized Green functions for possibly disconnected groups
We associate a two-sided cell to any (parabolic) character sheaf. We study the interaction between t...
We present a formalization, using data uniquely defined at the level of the Weyl group, of the const...
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...
Abstract. With a view to determining character values of finite reductive groups at unipotent elemen...
Let G be a reductive connected group over an algebraic closure of finite field. In this paper we giv...
We relate a generic character sheaf on a disconnected reductive group with a character of the ration...
Let A be a character sheaf on a connected reductive group G over an algebraically closed field. Assu...
We construct a basis for the space of invariant functions on the rational points of a possibly disco...
In this paper we continue the study of character sheaves on a reductive group. To each subset of the...
Let G be a reductive, connected algebraic group over an algebraic closure of a finite field. We defi...
In this paper we establish the generalized Springer correspondence for possibly disconnected groups
In this paper we define and study generalized Green functions for possibly disconnected groups
We associate a two-sided cell to any (parabolic) character sheaf. We study the interaction between t...
We present a formalization, using data uniquely defined at the level of the Weyl group, of the const...
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...
Abstract. With a view to determining character values of finite reductive groups at unipotent elemen...
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