DOIAbstract
We prove a conjecture of Matsusaka on the analytic continuation of hyperbolic Eisenstein series in weight 2 on the full modular group SL2(Z)
We prove a conjecture of Matsusaka on the analytic continuation of hyperbolic Eisenstein series in weight 2 on the full modular group SL2(Z)
We consider complex-valued modular forms on finite upper half planes Hq and ob-tain Fourier expansio...
We study the double shuffle relations satisfied by the double zeta values of level 2, and introduce ...
This paper will formulate and offer evidence for a conjecture on the analytical behaviour of residua...
We prove a conjecture of Matsusaka on the analytic continuation of hyperbolic Eisenstein series in w...
In some recent papers (cf. [G2], [O], [CG], [GG], [DO]) the properties of new types of Eisenstein se...
Abstract. A well known result is that if E2k is the Eisenstein series of weight 2k and 2k = 2k ′ (mo...
We consider the Hermitian Eisenstein series $E^{(\mathbb{K})}_k$ of degree $2$ and weight $k$ associ...
This Fall we will discuss the analytical continuation of Eisenstein series. This is a topic of inter...
The Eisenstein series associated to the cusp \(\mathfrak{a}\) of a discrete subgroup \(\GammaM.Sc
The theory of Eisenstein series is fundamental for the spectral the-ory of automorphic forms. It was...
We define Eisenstein series twisted by modular symbols for the group SLn, generalizing a constructio...
We define canonical real analytic versions of modular forms of integral weight for the full modular ...
We consider complex-valued modular forms on finite upper half planes Hq and obtain Fourier expansion...
AbstractThis paper studies the nonholomorphic Eisenstein series E(z,s) for the modular surface PSL(2...
Let k, N ∈ N with N square-free and k > 1. We prove an orthogonal relation and use this to compute t...
We consider complex-valued modular forms on finite upper half planes Hq and ob-tain Fourier expansio...
We study the double shuffle relations satisfied by the double zeta values of level 2, and introduce ...
This paper will formulate and offer evidence for a conjecture on the analytical behaviour of residua...
We prove a conjecture of Matsusaka on the analytic continuation of hyperbolic Eisenstein series in w...
In some recent papers (cf. [G2], [O], [CG], [GG], [DO]) the properties of new types of Eisenstein se...
Abstract. A well known result is that if E2k is the Eisenstein series of weight 2k and 2k = 2k ′ (mo...
We consider the Hermitian Eisenstein series $E^{(\mathbb{K})}_k$ of degree $2$ and weight $k$ associ...
This Fall we will discuss the analytical continuation of Eisenstein series. This is a topic of inter...
The Eisenstein series associated to the cusp \(\mathfrak{a}\) of a discrete subgroup \(\GammaM.Sc
The theory of Eisenstein series is fundamental for the spectral the-ory of automorphic forms. It was...
We define Eisenstein series twisted by modular symbols for the group SLn, generalizing a constructio...
We define canonical real analytic versions of modular forms of integral weight for the full modular ...
We consider complex-valued modular forms on finite upper half planes Hq and obtain Fourier expansion...
AbstractThis paper studies the nonholomorphic Eisenstein series E(z,s) for the modular surface PSL(2...
Let k, N ∈ N with N square-free and k > 1. We prove an orthogonal relation and use this to compute t...
We consider complex-valued modular forms on finite upper half planes Hq and ob-tain Fourier expansio...
We study the double shuffle relations satisfied by the double zeta values of level 2, and introduce ...
This paper will formulate and offer evidence for a conjecture on the analytical behaviour of residua...
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