Mahdi Asgari, A. Raghuram
Published 2007-12-28Version 1
For a cuspidal automorphic representation \Pi of GL(4,A), H. Kim proved that the exterior square transfer \wedge^2\Pi is an isobaric automorphic representation of GL(6,A). In this paper we characterize those representations \Pi for which \wedge^2\Pi is cuspidal.
Bounds for Multiplicities of Unitary Representations of Cohomological Type in Spaces of Cusp Forms
Whittaker-Fourier coefficients of cusp forms on $\widetilde{Sp}_n$: reduction to a local statement
Landau and Ramanujan approximations for divisor sums and coefficients of cusp forms
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