Results 1 to 10 of about 44 (44)
On the local $L^2$ -Bound of the Eisenstein series
We study the growth of the local $L^2$ -norms of the unitary Eisenstein series for reductive groups over number fields, in terms of their parameters. We derive a poly-logarithmic bound on an average, for a large class of reductive groups.
Subhajit Jana, Amitay Kamber
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Doubling constructions and tensor product L-functions: coverings of the symplectic group
In this work, we develop an integral representation for the partial L-function of a pair $\pi \times \tau $ of genuine irreducible cuspidal automorphic representations, $\pi $ of the m-fold covering of Matsumoto of the symplectic group $
Eyal Kaplan
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This article presents new rationality results for the ratios of critical values of Rankin–Selberg L-functions of $\mathrm {GL}(n) \times \mathrm {GL}(n')$ over a totally imaginary field $F.$ The proof is based on a cohomological ...
A. Raghuram
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La formule des traces tordue pour un corps global de caractéristique p > 0
International audience"Dans ce travail nous adaptons au cas d’un corps global F de caractéristique positive,""c’est-à-dire un corps de fonctions sur un corps fini Fq , les résultats prouvés pour un corps de nombres dans le livre de Labesse-Waldspurger La
Lemaire, Bertrand, Labesse, Jean-Pierre
core
Fourier expansion along geodesics on Riemann surfaces
Deitmar Anton
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Some of the next articles are maybe not open access.
Rational conjugacy classes in reductive groups
Duke Mathematical Journal, 1982Robert E Kottwitz
exaly
Some examples of automorphic forms on Sp4
Duke Mathematical Journal, 1983Roger Howe, I I Piatetski-Shapiro
exaly
On the Siegel-Weil theorem for loop groups, I
Duke Mathematical Journal, 2011Zhu Yongchang, Howard Garland
exaly

