Since Rob Pollack and Glenn Stevens used overconvergent modular symbols to construct p-
adic L-functions for non-critical slope rational modular forms, the theory has been extended …

We develop an effective algorithm to compute the derivative of a Bianchi modular form with
respect to weight space as it varies in a $ p $-adic family. This method is entirely local at the …

The aim of this thesis is to contribute to the understanding and construction of the p-adic L-
function of Bianchi modular forms, concretely: a) we obtain the functional equation of the p …

Résumé Ce mémoire a pour but d'introduire le lecteur aux divers outils qui facilitent l'étude
des formes modulaires et des valeurs spéciales de leur fonction L associée. Le premier …

In this paper we study the theta lifting of a weight 2 Bianchi modular form\({\mathcal {F}}\) of
level\(\Gamma _0 ({\mathfrak {n}})\) with\({\mathfrak {n}}\) square-free to a weight 2 …