doi:10.1007/3-540-29593-3Miyake, ToshitsuneSpringer Berlin HeidelbergSpringer Monographs in Mathematics
In Modular Forms by Toshitsune Miyake, at page 80, I am stuck at lemma 3.1.13.1.1 Assume WW is a Gauss sum. Lemma 3.1.1. Let χχ be a primitive Dirichlet character mod mm. (1) $\sum_{a=0}^{m-1} \... number-theory modular-forms gauss-sums dirichlet-character Ricci Ten ...
[Miy] Miyake, Toshitsune, Modular forms. Transl. from the Japanese by Yoshitaka Maeda. Berlin etc.: Springer-Verlag. viii, 335 p. (1989). [Or] Orloff T., Special values and mixed weight triple products (with an Appendix by D.Blasius), Invent. Math. 90 (1987) 169–180 [Nag1] ...
5271010Virtual identifier conversion system1993-12-14Miyake 5268895Signaling message routing control using composite point code status1993-12-07Topper 5258979ATM communication system with optimal traffic control by changing the allocated bandwidth1993-11-02Oomuro et al. ...
Miyake, T.: On automorphic forms on GL2 and Hecke operators. Ann. of Math.94, 174–189 (1971) Google Scholar Razar, M.J.: Dirichlet series and Eichler cohomology. Preprint, Univ. of Maryland 1976 Shimura, G.: Sur les intégrales attachées aux formes automorphes. J. Math. Soc. ...
In Modular Forms by Toshitsune Miyake, at page 80, I am stuck at lemma 3.1.13.1.1 Assume WW is a Gauss sum. Lemma 3.1.1. Let χχ be a primitive Dirichlet character mod mm. (1) $\sum_{a=0}^{m-1} \... number-theory modular-forms gauss-sums dirichlet-character Ricci Ten ...
In this course, we introduce the main notions relative to the classical theory of modular forms. A complete treatise in a similar style can be found in the author’s book joint with Strömberg (Cohen and Strömberg, Modular Forms: A Classical Approach, Graduate Studies in Math. 179, Ameri...