Periods of automorphic forms : the case of (U$_{n+1}times$ U$_n$,U$_n$) (Automorphic Representations and Related Topics)京都大学数理解析研究所俊介 山名
Periods of automorphic forms: The case of (U n+1×U n ,U n ) and compute the regularized periods of cuspidal Eisenstein series and their residues. The formula for the periods of residues has an application to the Gan... I Atsushi,Y Shunsuke - 《Journal Für Die Reine Und Angewandte...
One expresses a given modular form F as a function of co... G Shimura - 《Ann of Math》 被引量: 72发表: 1978年 Periods of automorphic forms In this chapter we introduce various notions connected to periods of automorphic forms; all of these have received extensive treatment in Shimura's...
(Dirichlet series) associated with automorphic forms of the Hilbert modular type (or like Eisenstein series) or concerning periods of automorphic forms (and, in particular, of abelian integrals on arithmetic curves) have, recently for several years, been deeply investigated in a series of papers ...
Intertwining periods III I will explain how using the full power of the theory of local intertwining periods, together with properties of global intertwining periods, yields some strong local-global statements for automorphic repredentations of inner forms of ...
Cusp forms on $rm GSp(4)$ with $rm SO(4)$-periods. The Saito-Kurokawa lifting of automorphic representations from PGL(2) to the projec-tive symplectic grdtip of similitudes PGSp(4) of genus 2 is studied usi... YZ Flicker - 《Int.j.number Theory》 被引量: 0发表: 2011年 加载更多...
6:9 [听译中字]来例假的人谈论来例假-People Who Menstruate Talk to Us About Their Periods Ejour 179 -- 64:52 Jie Lin 林洁 - Period Relations for Arithmetic Automorphic Periods on Unitary... 筑桥者Hagi 621 -- 58:3 fripSide-3rd reflection of fripSide JiangzawaNico 571 --...
We show that if π is not of CM type and not a base-change from 𝐐, then these elements all lie in a 1-dimensional subspace. This is the analogue for quadratic Hilbert modular forms of the result proved in [7] for Beilinson’s elements attached to the Rankin convolution of two ...
Shimura, G.: Introduction to the arithmetic theory of automorphic functions. Iwanami Shoten (Tokyo) and Princeton University Press 1971 Shimura, G.: On modular forms of half integral weight. Ann. of Math.97, 440–481 (1973) Google Scholar Shimura, G.: Modular forms of half integral weight...
In this paper, we would like to formulate a conjecture on a relation between a certain period of automorphic forms on special orthogonal groups and some L-