Stephen Rallis, David Soudry
Abstract
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We prove the analytic continuation of a certain family of Whittaker Archimedean integrals that arise as local factors of global $L$-functions associated to the standard representation of certain classical groups.
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We prove the analytic continuation of a certain family of Whittaker Archimedean integrals that arise as local factors of global $L$-functions associated to the standard representation of certain classical groups.
Key concepts: Analytic continuation, Continuation, Mathematics, Representation (politics), Pure mathematics, Algebra over a field, Mathematical analysis, Computer science