Add to ORKG30 pagesThe main aim of this paper is to associate to every cuspidal unipotent character of the Suzuki group its root of unity and to give a possible defintion of the Fourier matrix associated to the family of cuspidal unipotent characters of this group. We compute to this end the Shintani descents of Suzuki groups and use results of Digne and Michel
Let $G$ be a reductive connected $p$-adic group. With help of the Fourier inversion formula used in ...
Let $G$ be a reductive connected $p$-adic group. With help of the Fourier inversion formula used in ...
AbstractWe show that the automorphism group of a geometry defined by the generalized Suzuki groups i...
AbstractThe main aim of this paper is to associate to every cuspidal unipotent character of the Suzu...
30 pagesThe main aim of this paper is to associate to every cuspidal unipotent character of the Suzu...
30 pagesThe main aim of this paper is to associate to every cuspidal unipotent character of the Suzu...
AbstractThe main aim of this paper is to associate to every cuspidal unipotent character of the Suzu...
AbstractLusztig's classification of the unipotent characters of a finite Chevalley or Steinberg grou...
AbstractIn this paper, the Shintani descent of irreducible characters of finite special linear group...
The thesis is about representation theory of finite reductive groups. Such a group is defined as GF,...
The thesis is about representation theory of finite reductive groups. Such a group is defined as GF,...
AbstractLusztig's classification of the unipotent characters of a finite Chevalley or Steinberg grou...
Abstract. With a view to determining character values of finite reductive groups at unipotent elemen...
AbstractLet χ be an irreducible character of Gd=GLn(Fqd) invariant under the automorphism φ of Gd in...
The theory of unipotent representations is gradually included in the philosophy of Langlands. Luszti...
Let $G$ be a reductive connected $p$-adic group. With help of the Fourier inversion formula used in ...
Let $G$ be a reductive connected $p$-adic group. With help of the Fourier inversion formula used in ...
AbstractWe show that the automorphism group of a geometry defined by the generalized Suzuki groups i...
AbstractThe main aim of this paper is to associate to every cuspidal unipotent character of the Suzu...
30 pagesThe main aim of this paper is to associate to every cuspidal unipotent character of the Suzu...
30 pagesThe main aim of this paper is to associate to every cuspidal unipotent character of the Suzu...
AbstractThe main aim of this paper is to associate to every cuspidal unipotent character of the Suzu...
AbstractLusztig's classification of the unipotent characters of a finite Chevalley or Steinberg grou...
AbstractIn this paper, the Shintani descent of irreducible characters of finite special linear group...
The thesis is about representation theory of finite reductive groups. Such a group is defined as GF,...
The thesis is about representation theory of finite reductive groups. Such a group is defined as GF,...
AbstractLusztig's classification of the unipotent characters of a finite Chevalley or Steinberg grou...
Abstract. With a view to determining character values of finite reductive groups at unipotent elemen...
AbstractLet χ be an irreducible character of Gd=GLn(Fqd) invariant under the automorphism φ of Gd in...
The theory of unipotent representations is gradually included in the philosophy of Langlands. Luszti...
Let $G$ be a reductive connected $p$-adic group. With help of the Fourier inversion formula used in ...
Let $G$ be a reductive connected $p$-adic group. With help of the Fourier inversion formula used in ...
AbstractWe show that the automorphism group of a geometry defined by the generalized Suzuki groups i...