Add to ORKGAn explicit arithmetic formula for the Fourier coefficients of Siegel-Eisenstein series of degree two with square free odd level(Automorphic representations, L-functions, and periods
AbstractLet Ekn be the Siegel Eisenstein series of degree n and weight k. Garrett showed a formula o...
Abstract. Bases of the spaces of Eisenstein series Ek(Γ0(4N), χ) (k ∈ N, k ≥ 3, N is an odd natural ...
We consider complex-valued modular forms on finite upper half planes Hq and obtain Fourier expansion...
An explicit formula for the Fourier coefficients of Siegel-Eisenstein series(Researches on automorph...
We give a new expression of the T-th Fourier coefficients of the Siegel-Eisenstein series of odd gen...
Abstract. Combining induction formulas for local densities with a functional equation for the Siegel...
AbstractWe prove an explicit formula for Fourier coefficients of Siegel–Eisenstein series of degree ...
Let F be a totally real field and x a primitive narrow ray class character of F. We prove a formula ...
The complex Fourier coefficients are calculated for the function e^t with period 2 pi
After reformulating Shintani’s theory of Fourier-Jacobi expansion of automorphic forms on U(2, 1) in...
AbstractWe study the arithmeticity of special values of L-functions attached to cuspforms which are ...
The occurrence of quadratic L-functions in the Fourier coefficients of Eisen-stein series of half-in...
AbstractWe evaluate the action of Hecke operators on Siegel Eisenstein series of degree 2, square-fr...
In this thesis, two conjectures concerning the Fourier coefficients of Siegel modular forms of degre...
Let k, N ∈ N with N square-free and k > 1. We prove an orthogonal relation and use this to compute t...
AbstractLet Ekn be the Siegel Eisenstein series of degree n and weight k. Garrett showed a formula o...
Abstract. Bases of the spaces of Eisenstein series Ek(Γ0(4N), χ) (k ∈ N, k ≥ 3, N is an odd natural ...
We consider complex-valued modular forms on finite upper half planes Hq and obtain Fourier expansion...
An explicit formula for the Fourier coefficients of Siegel-Eisenstein series(Researches on automorph...
We give a new expression of the T-th Fourier coefficients of the Siegel-Eisenstein series of odd gen...
Abstract. Combining induction formulas for local densities with a functional equation for the Siegel...
AbstractWe prove an explicit formula for Fourier coefficients of Siegel–Eisenstein series of degree ...
Let F be a totally real field and x a primitive narrow ray class character of F. We prove a formula ...
The complex Fourier coefficients are calculated for the function e^t with period 2 pi
After reformulating Shintani’s theory of Fourier-Jacobi expansion of automorphic forms on U(2, 1) in...
AbstractWe study the arithmeticity of special values of L-functions attached to cuspforms which are ...
The occurrence of quadratic L-functions in the Fourier coefficients of Eisen-stein series of half-in...
AbstractWe evaluate the action of Hecke operators on Siegel Eisenstein series of degree 2, square-fr...
In this thesis, two conjectures concerning the Fourier coefficients of Siegel modular forms of degre...
Let k, N ∈ N with N square-free and k > 1. We prove an orthogonal relation and use this to compute t...
AbstractLet Ekn be the Siegel Eisenstein series of degree n and weight k. Garrett showed a formula o...
Abstract. Bases of the spaces of Eisenstein series Ek(Γ0(4N), χ) (k ∈ N, k ≥ 3, N is an odd natural ...
We consider complex-valued modular forms on finite upper half planes Hq and obtain Fourier expansion...