A Nonvanishing Theorem for the Cuspidal Cohomology of SL2 Over Imaginary Quadratic Integers.
A note on the global Langlands conjecture.
A relation between automorphic representations of and
A remark on Construire un noyau de la fonctorialité by Lafforgue
Lafforgue has proposed a new approach to the principle of functoriality in a test case, namely, the case of automorphic induction from an idele class character of a quadratic extension. For technical reasons, he considers only the case of function fields and assumes the data is unramified. In this paper, we show that his method applies without these restrictions. The ground field is a number field or a function field and the data may be ramified.
A remark on my paper "On the Saito-Kurokawa lifting".
Analytical construction of Weil curves over function fields
Artin -functions and normalization of intertwining operators
Automorphic vector bundles on connected Shimura varieties.