Operations and cooperations in elliptic cohomology. I: Generalized modular forms and the cooperation algebra.
Oscillations of Fourier Coefficients of Modular Forms.
p-Adic Congruences and Modular Forms of Half Integer Weight.
p-Adic Congruences for Cycle Integrals Associated to Elliptic Curves with Complex Multiplication.
Parabolic, hyperbolic and elliptic Poincaré series
Parité des valeurs propres des opérateurs de Hecke.
Parity of the partition function in arithmetic progressions.
Periods of modular forms and Jacobi theta functions.
Prime geodesic theorem.
Prime geodesic theorem for the theta case.
Primitive newforms of weight 3/2
Probabilities as values of modular forms and continued fractions.
Products of an arbitrary number of Hecke eigenforms
Properties of twists of elliptic curves.
Q-curves over quadratic fields.
Quadratic minima and modular forms.
Quadratic minima and modular forms II
Quasimodular forms: an introduction
Quasimodular forms were the heroes of a Summer school held June 20 to 26, 2010 at Besse et Saint-Anastaise, France. We give a short introduction to quasimodular forms. More details on this topics may be found in [1].
Quasimodular forms and Poincaré series
Quasimodular forms and quasimodular polynomials
This paper is based on lectures delivered at the Workshop on quasimodular forms held in June, 2010 in Besse, France, and it provides a survey of some recent work on quasimodular forms.