AbstractThe reduced C∗-algebra of the p-adic group GL(n) is Morita equivalent to an abelian C∗-algebra. The structure of this abelian C∗-algebra is described in terms of unramified unitary characters of Levi subgroups. The K-groups K0 and K1 are both free abelian of infinite rank. Generators are essentially parametrized by two items of Langlands data
In this paper, we deduce explicit multiplicity formulas of the Fourier-Jacobi model for Deligne-Lusz...
For $A|F$ a central simple algebra over a ${\frak p}$-adic local field the group of units $A^\times\...
For $A|F$ a central simple algebra over a ${\frak p}$-adic local field the group of units $A^\times\...
AbstractThe reduced C∗-algebra of the p-adic group GL(n) is Morita equivalent to an abelian C∗-algeb...
Bernstein blocks of complex representations of p-adic reductive groups have been computed in a large...
Abstract. The reduced C∗-algebra of the p-adic group GL(n) admits a Bernstein decomposition. We give...
The reduced C*-algebra of the p-adic group GL(n) admits a Bernstein decomposition. We give a minim...
Let p and ℓ be two distinct primes, F a p-adic field and n an integer. We show that any level 0 bloc...
Over the past several years, operator algebraists have become increasingly interested in the problem...
Let G be any reductive p-adic group. We discuss several conjectures, some of them new, that involve ...
Let G1 and G2 be p-adic groups. We describe a decomposition of Ext-groups in the category of smooth ...
In this paper, we deduce explicit multiplicity formulas of the Fourier-Jacobi model for Deligne-Lusz...
In the following article, we give a description of the distingushed irreducible principal series rep...
Let G1 and G2 be p-adic groups. We describe a decomposition of Ext-groups in the category of smooth ...
Cette thèse traite deux problèmes concernant la théorie des représentations `-modulairesd’un groupe ...
In this paper, we deduce explicit multiplicity formulas of the Fourier-Jacobi model for Deligne-Lusz...
For $A|F$ a central simple algebra over a ${\frak p}$-adic local field the group of units $A^\times\...
For $A|F$ a central simple algebra over a ${\frak p}$-adic local field the group of units $A^\times\...
AbstractThe reduced C∗-algebra of the p-adic group GL(n) is Morita equivalent to an abelian C∗-algeb...
Bernstein blocks of complex representations of p-adic reductive groups have been computed in a large...
Abstract. The reduced C∗-algebra of the p-adic group GL(n) admits a Bernstein decomposition. We give...
The reduced C*-algebra of the p-adic group GL(n) admits a Bernstein decomposition. We give a minim...
Let p and ℓ be two distinct primes, F a p-adic field and n an integer. We show that any level 0 bloc...
Over the past several years, operator algebraists have become increasingly interested in the problem...
Let G be any reductive p-adic group. We discuss several conjectures, some of them new, that involve ...
Let G1 and G2 be p-adic groups. We describe a decomposition of Ext-groups in the category of smooth ...
In this paper, we deduce explicit multiplicity formulas of the Fourier-Jacobi model for Deligne-Lusz...
In the following article, we give a description of the distingushed irreducible principal series rep...
Let G1 and G2 be p-adic groups. We describe a decomposition of Ext-groups in the category of smooth ...
Cette thèse traite deux problèmes concernant la théorie des représentations `-modulairesd’un groupe ...
In this paper, we deduce explicit multiplicity formulas of the Fourier-Jacobi model for Deligne-Lusz...
For $A|F$ a central simple algebra over a ${\frak p}$-adic local field the group of units $A^\times\...
For $A|F$ a central simple algebra over a ${\frak p}$-adic local field the group of units $A^\times\...
DOI
Add to ORKG