activity
20072019
most citedGlobal Jacquet-Langlands correspondence, multiplicity one and classification of automorphic representations

72 citations · 105 across the 6 of their papers we have counts for

collaborators

6 papers

math.NT2019

The Trace Formula and the Proof of the Global Jacquet-Langlands Correspondence

Alexandru Ioan Badulescu

This is a survey of the proof of the global Jacquet-Langlands correspondence between GL_n and general inner forms, in characteristic zero. The proof is given after a long introduct…

math.NT2016

Shintani relation for base change: unitary and elliptic representations

A. I. Badulescu, G. Henniart

Let be a cyclic extension of -adic fields and a positive integer. Arthur and Clozel constructed a base change process which associates to a smooth irred…

math.NT2013★ 1 cited

Global Jacquet-Langlands correspondence for division algebras in characteristic p

A. I. Badulescu, Ph. Roche

We prove a full global Jacquet-Langlands correspondence between GL(n) and division algebras over global fields of non zero characteristic. If is a central division algebra of d…

math.NT2011★ 4 cited

On p-adic Speh representations

Alexandru Ioan Badulescu

This note contains new short proofs of known results on Speh representations of inner forms of over a local non archimedean field of any characteristic.

math.RT2009★ 28 cited

Unitary Dual of GL_n at archimedean places and global Jacquet-Langlands correspondence

A. I. Badulescu, D. Renard

In [7], results about the global Jacquet-Langlands correspondence, (weak and strong) multiplicity-one theorems and the classification of automorphic representations for inner forms…

math.RT2007★ 72 cited

Global Jacquet-Langlands correspondence, multiplicity one and classification of automorphic representations

A. I. Badulescu, N. Grbac

In this paper we show a local Jacquet-Langlands correspondence for all unitary irreducible representations. We prove the global Jacquet-Langlands correspondence in characteristic z…