AbstractLet F be a local field. In this paper we compute the local coefficients arising from the uniqueness of the Whittaker model for principal series representations of the metaplectic double cover of SL2(F). Our computations include the relatively hard case of p-adic field of even residual characteristic
This is an announcement of a new result which is a generalization of Popa’s result in [Po]. Popa giv...
We investigate Whittaker functions of the discrete series of the real symplectic group $Sp(2;\mathbb...
AbstractIn this paper we prove a division algebra analogue of a theorem of Jacquet and Rallis about ...
One of the central goals of this thesis is to verify the local Langlands corre-spondence for the ran...
We discuss several methods to prove the uniqueness of Whittaker-models for the metaplectic group and...
In this paper, we extend and apply a remarkable theorem due to Bernstein, which was proved in a lett...
We study spherical Whittaker functions on a metaplectic cover of GL(r + 1) over a nonarchimedean loc...
Starting from some linear algebraic data (a Weyl group invariant bilinear form) and some arithmetic ...
We will give new applications of quantum groups to the study of spherical Whittaker functions on the...
. We prove, using a technique developed for GL(n) in Howe and Moy [H], a bijection between generaliz...
The p-adic local Lane lands correspondence for GL(2)(Q(p)) attaches to any 2-dimensional irreducible...
In Part I, we investigate the principal series representations of the n-fold covering groups of the ...
This is an overview of my thesis which consists of two papers. Our principal research interest lies ...
Abstract. In [CG10] the first two named authors defined an action of a Weyl group on rational functi...
In [CG10], the first two named authors defined an action of a Weyl group on rational functions, and ...
This is an announcement of a new result which is a generalization of Popa’s result in [Po]. Popa giv...
We investigate Whittaker functions of the discrete series of the real symplectic group $Sp(2;\mathbb...
AbstractIn this paper we prove a division algebra analogue of a theorem of Jacquet and Rallis about ...
One of the central goals of this thesis is to verify the local Langlands corre-spondence for the ran...
We discuss several methods to prove the uniqueness of Whittaker-models for the metaplectic group and...
In this paper, we extend and apply a remarkable theorem due to Bernstein, which was proved in a lett...
We study spherical Whittaker functions on a metaplectic cover of GL(r + 1) over a nonarchimedean loc...
Starting from some linear algebraic data (a Weyl group invariant bilinear form) and some arithmetic ...
We will give new applications of quantum groups to the study of spherical Whittaker functions on the...
. We prove, using a technique developed for GL(n) in Howe and Moy [H], a bijection between generaliz...
The p-adic local Lane lands correspondence for GL(2)(Q(p)) attaches to any 2-dimensional irreducible...
In Part I, we investigate the principal series representations of the n-fold covering groups of the ...
This is an overview of my thesis which consists of two papers. Our principal research interest lies ...
Abstract. In [CG10] the first two named authors defined an action of a Weyl group on rational functi...
In [CG10], the first two named authors defined an action of a Weyl group on rational functions, and ...
This is an announcement of a new result which is a generalization of Popa’s result in [Po]. Popa giv...
We investigate Whittaker functions of the discrete series of the real symplectic group $Sp(2;\mathbb...
AbstractIn this paper we prove a division algebra analogue of a theorem of Jacquet and Rallis about ...
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