Special values of twisted symmetric square L -functions and the trace formula Jeffrey Stopple (1996) Compositio Mathematica
Special values of zeta functions attached to Siegel modular forms Michael Harris (1981) Annales scientifiques de l'École Normale Supérieure
Stabilization of periods of Eisenstein series and Bessel distributions on G L ( 3 ) relative to U ( 3 ) . Lapid, Erez, Rogawski, Jonathan (2000) Documenta Mathematica
Sur les représentations l -adiques associées aux formes modulaires de Hilbert Henri Carayol (1986) Annales scientifiques de l'École Normale Supérieure
Sur les valeurs de certaines fonctions L automorphes en leur centre de symétrie J.-L. Waldspurger (1985) Compositio Mathematica
Symmetric square L -functions and Shafarevich-Tate groups. Dummigan, Neil (2001) Experimental Mathematics
Symmetric squares of elliptic curves: rational points and Steiner groups. Dummigan, Neil (2002) Experimental Mathematics
Symplectic periods. Hervé Jacquet, Stephen Rallis (1992) Journal für die reine und angewandte Mathematik
Symplectic periods of the continuous spectrum of GL ( 2 n ) Shunsuke Yamana (2014) Annales de l’institut Fourier We provide a formula for the symplectic period of an Eisenstein series on GL ( 2 n ) and determine when it is not identically zero.
Taille des valeurs de fonctions L de carrés symétriques au bord de la bande critique. Emmanuel Royer, Jie Wu (2005) Revista Matemática Iberoamericana
The boundary of the Eisenstein symbol. Norbert Schappacher, Anthony J. Scholl (1991) Mathematische Annalen
The boundary of the Eisenstein symbol (Erratum). Norbert Schappacher, Anthony J. Scholl (1991) Mathematische Annalen
The critical order of vanishing of automorphic L-functions with large level. W. Duke (1995) Inventiones mathematicae
The cubic moment of central values of automorphic L -functions. Conrey, J.B., Iwaniec, H. (2000) Annals of Mathematics. Second Series
The l-adic representations attached to a certain noncongruence subgroup. A.J. Scholl (1988) Journal für die reine und angewandte Mathematik
The Modular Symbol and Continued Fractions in Higher Dimensions. Avner Ash, Lee Rudolph (1979) Inventiones mathematicae