A Cuspidality Criterion for the Exterior Square Transfer of Cusp Forms on GL(4)
arXiv:0712.4315
Abstract
For a cuspidal automorphic representation Πof GL(4,A), H. Kim proved that the exterior square transfer \wedge^2Πis an isobaric automorphic representation of GL(6,A). In this paper we characterize those representations Πfor which \wedge^2Πis cuspidal.
20 pages
References in corpus (1)
Cited by in corpus (8)
- A conjecture on Whittaker-Fourier coefficients of cusp forms
- Even Galois Representations and the Fontaine--Mazur conjecture II
- On the arithmetic of Shalika models and the critical values of -functions for
- On the size of Satake parameters for unitary cuspidal automorphic representations for GL(4)
- On the conjectural decomposition of symmetric powers of automorphic representations for GL(3) and GL(4)
- Automorphic tensor products and cuspidal cohomology of the
- A Multi-variable Rankin-Selberg Integral for a Product of -twisted Spinor -functions
- Descent Construction for Gspin Groups: Main Results and Applications