Distinguished Representations and Quadratic Base Change for Gl(3)

Abstract

Let E/F be a quadratic extension of number fields. Suppose that every real place of F splits in E and let H be the unitary group in 3 variables. Suppose that Π is an automorphic cuspidal representation of GL(3, EA). We prove that there is a form φ in the space of Π such that the integral of φ over H(F )\H(FA) is non zero. Our proof is based on earlier… (More)

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Cite this paper

@inproceedings{Jacquet1996DistinguishedRA, title={Distinguished Representations and Quadratic Base Change for Gl(3)}, author={Herv{\'e} Jacquet and Yangbo Ye}, year={1996} }