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The integral kernel
in the Kuznetsov sum formula for SU (n+1,1) (II). The
case of one dimensional K-types
N.P. Kisbye |
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Vol. 213 (2004), No. 2, 295–318
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Abstract |
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The Kuznetsov sum formula relates spectral data concerning automorphic forms to geometric data concerning the intersection of a discrete subgroup with the big cell in the Bruhat decomposition. An explicit formula for the integral kernel in the Kloosterman term of this formula is given for the groups isomorphic to SU(n + 1,1), n ≥ 2 and arbitrary one dimensional K-types. |
Milestones
Received: 10 October 2002
Published: 1 February 2004
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Authors |
| N.P. Kisbye | |
| FaMAF, Universidad Nacional de
Cordoba Ciudad Universitaria Medina Allende s/n 5000 Cordoba Argentina |
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