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Meromorphic Continuation of Spherical Cuspidal Data Eisenstein Series

Open Access article
 Printed: Dec 2007
  • FeryĆ¢l Alayont
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Meromorphic continuation of the Eisenstein series induced from spherical, cuspidal data on parabolic subgroups is achieved via reworking Bernstein's adaptation of Selberg's third proof of meromorphic continuation.
MSC Classifications: 11F72, 32N10, 32D15 show english descriptions Spectral theory; Selberg trace formula
Automorphic forms
Continuation of analytic objects
11F72 - Spectral theory; Selberg trace formula
32N10 - Automorphic forms
32D15 - Continuation of analytic objects

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