Results 21 to 30 of about 11,043,146 (220)
k-Hypermonogenic automorphic forms
Journal of Number Theory, 2007 20 ...
Constales, D. +2 more
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Topological automorphic forms [PDF]
Memoirs of the American Mathematical Society, 2010 157 pages, 4 figures, resubmitted to Memoirs of the AMS. This version corrects a couple of minor inconsistencies in our normalizations of p-adic types in Section 2 ...
Behrens, Mark, Lawson, Tyler
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Power moments of automorphic L-functions related to Maass forms for SL3(ℤ)
Open Mathematics, 2021 Let ff be a self-dual Hecke-Maass eigenform for the group SL3(Z)S{L}_{3}\left({\mathbb{Z}}).
Huang Jing, Liu Huafeng, Zhang Deyu
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THE SHIMURA CURVE OF DISCRIMINANT 15 AND TOPOLOGICAL AUTOMORPHIC FORMS
Forum of Mathematics, Sigma, 2015 We find defining equations for the Shimura curve of discriminant 15 over $\mathbb{Z}[1/15]$. We then determine the graded ring of automorphic forms over the 2-adic integers, as well as the higher cohomology. We apply this to calculate the homotopy groups
TYLER LAWSON
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Mixed automorphic forms and differential equations
International Journal of Mathematics and Mathematical Sciences, 1990 We construct mixed automorphic forms associated to a certain class of nonhomogeneous linear ordinary differential equations. We also establish an isomorphism between the space of mixed automorphic forms of the second kind modulo exact forms nd a certain ...
Min Ho Lee
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Periods of automorphic forms: The case of (U n+1×U n ,U n )
Journal für die Reine und Angewandte Mathematik, 2019 Following Jacquet, Lapid and Rogawski, we define regularized periods of automorphic forms on \mathrm{U}_{n+1}
Atsushi Ichino, Shunsuke Yamana
semanticscholar +1 more source
Mixed Jacobi-like forms of several variables
International Journal of Mathematics and Mathematical Sciences, 2006 We study mixed Jacobi-like forms of several variables associated to equivariant maps of the Poincaré upper half-plane in connection with usual Jacobi-like forms, Hilbert modular forms, and mixed automorphic forms.
Min Ho Lee
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Equidistribution in shrinking sets and $$L^4$$L4-norm bounds for automorphic forms [PDF]
, 2017 We study two closely related problems stemming from the random wave conjecture for Maaß forms. The first problem is bounding the $$L^4$$L4-norm of a Maaß form in the large eigenvalue limit; we complete the work of Spinu to show that the $$L^4$$L4-norm of
Peter Humphries
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On the Ramanujan conjecture for automorphic forms over function fields I. Geometry [PDF]
Journal of The American Mathematical Society, 2018 Let G G be a split semisimple group over a function field. We prove the temperedness at unramified places of automorphic representations of G G , subject to a local assumption at one place, stronger than supercuspidality, and assuming ...
W. Sawin, Nicolas Templier
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Forum of Mathematics, Sigma, 2014 We prove a simple level-raising result for regular algebraic, conjugate self-dual automorphic forms on $\mathrm{GL}_n$ .
JACK A. THORNE
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