DOIAbstract
We discuss several methods to prove the uniqueness of Whittaker-models for the metaplectic group and relate them to work of S. Gelbart and I. Pyateckii-Shapiro
We discuss several methods to prove the uniqueness of Whittaker-models for the metaplectic group and relate them to work of S. Gelbart and I. Pyateckii-Shapiro
In this thesis we obtain a geometric identity between Relative Trace Formula on the metaplectic grou...
AbstractLet F be a local field. In this paper we compute the local coefficients arising from the uni...
Abstract. Let F be a non-Archimedean local field and G the group of F-points of a connected reductiv...
AbstractWe discuss several methods to prove the uniqueness of Whittaker-models for the metaplectic g...
We study spherical Whittaker functions on a metaplectic cover of GL(r + 1) over a nonarchimedean loc...
We construct a family of solvable lattice models whose partition functions include $p$-adic Whittake...
Metaplectic Demazure-Lusztig operators are built on the Chinta-Gunnells action, and (analogously to ...
In [CG10], the first two named authors defined an action of a Weyl group on rational functions, and ...
Abstract. In [CG10] the first two named authors defined an action of a Weyl group on rational functi...
Thesis (Ph. D.)--Massachusetts Institute of Technology, Dept. of Mathematics, 2010.Cataloged from PD...
We will give new applications of quantum groups to the study of spherical Whittaker functions on the...
Starting from some linear algebraic data (a Weyl group invariant bilinear form) and some arithmetic ...
This is a report on arXiv:1604.02206 and arXiv:1709.06500, joint with Brubaker, Buciumas and Gray. W...
We show that spherical Whittaker functions on an n-fold cover of the general linear group arise natu...
If F is a local non-Archimedean field, then every irreducible admis-sible representation π of GL(r, ...
In this thesis we obtain a geometric identity between Relative Trace Formula on the metaplectic grou...
AbstractLet F be a local field. In this paper we compute the local coefficients arising from the uni...
Abstract. Let F be a non-Archimedean local field and G the group of F-points of a connected reductiv...
AbstractWe discuss several methods to prove the uniqueness of Whittaker-models for the metaplectic g...
We study spherical Whittaker functions on a metaplectic cover of GL(r + 1) over a nonarchimedean loc...
We construct a family of solvable lattice models whose partition functions include $p$-adic Whittake...
Metaplectic Demazure-Lusztig operators are built on the Chinta-Gunnells action, and (analogously to ...
In [CG10], the first two named authors defined an action of a Weyl group on rational functions, and ...
Abstract. In [CG10] the first two named authors defined an action of a Weyl group on rational functi...
Thesis (Ph. D.)--Massachusetts Institute of Technology, Dept. of Mathematics, 2010.Cataloged from PD...
We will give new applications of quantum groups to the study of spherical Whittaker functions on the...
Starting from some linear algebraic data (a Weyl group invariant bilinear form) and some arithmetic ...
This is a report on arXiv:1604.02206 and arXiv:1709.06500, joint with Brubaker, Buciumas and Gray. W...
We show that spherical Whittaker functions on an n-fold cover of the general linear group arise natu...
If F is a local non-Archimedean field, then every irreducible admis-sible representation π of GL(r, ...
In this thesis we obtain a geometric identity between Relative Trace Formula on the metaplectic grou...
AbstractLet F be a local field. In this paper we compute the local coefficients arising from the uni...
Abstract. Let F be a non-Archimedean local field and G the group of F-points of a connected reductiv...
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