Add to ORKGIn this paper we give some applications of weakly holomorphic forms and their cycle integrals to rational period functions for the modular group. In particular, we give a simple construction of the associated modular integrals that works for all weight
International audienceA period of a rational integral is the result of integrating, with respect to ...
Modular forms with rational periods / W. Kohnen ; D. Zagier. - In: Modular forms / ed.: Robert A. Ra...
This thesis contains research articles on various topics in the theory of modular forms. First we in...
AbstractWe construct several rational period functions for modular integrals with weight 2k on the m...
We define L-functions for the class of real-analytic modular forms recently introduced by F. Brown. ...
[This is a joint review for the papers of Choie-Zagier and Parson (see Zbl 0790.11045 below).]\par I...
Cycle integrals of modular functions are expected to play a role in real quadratic analogue of singu...
It is well-known that the Ap\'ery sequences which arise in the irrationality proofs for $\zeta(2)$ a...
In this paper we define a new type of modular object and construct explicit examples of such functio...
Congruences of Fourier coefficients of modular forms have long been an object of central study. By c...
Alfes-Neumann C, Bringmann K, Schwagenscheidt M. On the rationality of cycle integrals of meromorphi...
We show that all but five of the zeros of the period polynomial associated to a Hecke cusp form are ...
In this paper, we use regularized theta liftings to construct weak Maass forms of weight 1/2 as lift...
AbstractWe construct several rational period functions for modular integrals with weight 2k on the m...
We develop a regularization for Petersson inner products of arbitrary weakly holomorphic modular for...
International audienceA period of a rational integral is the result of integrating, with respect to ...
Modular forms with rational periods / W. Kohnen ; D. Zagier. - In: Modular forms / ed.: Robert A. Ra...
This thesis contains research articles on various topics in the theory of modular forms. First we in...
AbstractWe construct several rational period functions for modular integrals with weight 2k on the m...
We define L-functions for the class of real-analytic modular forms recently introduced by F. Brown. ...
[This is a joint review for the papers of Choie-Zagier and Parson (see Zbl 0790.11045 below).]\par I...
Cycle integrals of modular functions are expected to play a role in real quadratic analogue of singu...
It is well-known that the Ap\'ery sequences which arise in the irrationality proofs for $\zeta(2)$ a...
In this paper we define a new type of modular object and construct explicit examples of such functio...
Congruences of Fourier coefficients of modular forms have long been an object of central study. By c...
Alfes-Neumann C, Bringmann K, Schwagenscheidt M. On the rationality of cycle integrals of meromorphi...
We show that all but five of the zeros of the period polynomial associated to a Hecke cusp form are ...
In this paper, we use regularized theta liftings to construct weak Maass forms of weight 1/2 as lift...
AbstractWe construct several rational period functions for modular integrals with weight 2k on the m...
We develop a regularization for Petersson inner products of arbitrary weakly holomorphic modular for...
International audienceA period of a rational integral is the result of integrating, with respect to ...
Modular forms with rational periods / W. Kohnen ; D. Zagier. - In: Modular forms / ed.: Robert A. Ra...
This thesis contains research articles on various topics in the theory of modular forms. First we in...