​Volker Heiermann is a Professor of Mathematics at the Aix Marseille Université, Luminy.Dipendra Prasad is a Professor of Mathematics at the Tata Institute of Fundamental Research, Mumbai.The authors are established researchers in the broad subject of Automorphic forms who came together at CIRM Luminy during the first half of 2016 on Chaire Morlet,a distinguished research Chaire created by the CIRM, Aix Marseille University, the city of Marseille.

• - Notes on the Geometric Satake Equivalence. - Distinguished Representations of Reductive p-Adic Groups. - Period Integrals of Automorphic Forms and Local Distinction. - The Trace Formula and the Proof of the Global Jacquet-Langlands Correspondence. - Distinction of Representations via Bruhat-Tits Buildings of p-Adic Groups. - Towards Generalized Prehomogeneous Zeta Integrals. - Functoriality and the Trace Formula. - Sur les paquets d’Arthur des groupes classiques et unitaires non quasi-déployés.

​Volker Heiermann is a Professor of Mathematics at the Aix Marseille Université, Luminy.Dipendra Prasad is a Professor of Mathematics at the Tata Institute of Fundamental Research, Mumbai.The authors are established researchers in the broad subject of Automorphic forms who came together at CIRM Luminy during the first half of 2016 on Chaire Morlet,a distinguished research Chaire created by the CIRM, Aix Marseille University, the city of Marseille.

• - Notes on the Geometric Satake Equivalence. - Distinguished Representations of Reductive p-Adic Groups. - Period Integrals of Automorphic Forms and Local Distinction. - The Trace Formula and the Proof of the Global Jacquet-Langlands Correspondence. - Distinction of Representations via Bruhat-Tits Buildings of p-Adic Groups. - Towards Generalized Prehomogeneous Zeta Integrals. - Functoriality and the Trace Formula. - Sur les paquets d’Arthur des groupes classiques et unitaires non quasi-déployés.

​Volker Heiermann is a Professor of Mathematics at the Aix Marseille Université, Luminy.Dipendra Prasad is a Professor of Mathematics at the Tata Institute of Fundamental Research, Mumbai.The authors are established researchers in the broad subject of Automorphic forms who came together at CIRM Luminy during the first half of 2016 on Chaire Morlet,a distinguished research Chaire created by the CIRM, Aix Marseille University, the city of Marseille.

• - Notes on the Geometric Satake Equivalence. - Distinguished Representations of Reductive p-Adic Groups. - Period Integrals of Automorphic Forms and Local Distinction. - The Trace Formula and the Proof of the Global Jacquet-Langlands Correspondence. - Distinction of Representations via Bruhat-Tits Buildings of p-Adic Groups. - Towards Generalized Prehomogeneous Zeta Integrals. - Functoriality and the Trace Formula. - Sur les paquets d’Arthur des groupes classiques et unitaires non quasi-déployés.