On the p-adic variation of Heegner points
Based on the paper by Francesc Castellà, “On the p-adic variation of Heegner points”.
Iwasawa theory for the symmetric square of a modular form
Based on the article by D. Loeffler and S.L. Zerbes, “Iwasawa theory for the symmetric square of a modular form”. In J. Reine Angew. Math.
Heegner cycles and p-adic L-functions
Based on “Heegner cycles and p-adic L-functions” by Castellà and Hsieh.
The Rank of Mazur’s Eisenstein ideal
In his landmark 1976 paper “Modular curves and the Eisenstein ideal”, Mazur studied congruences modulo p between cusp forms and an Eisenstein series of weight 2 and prime level N.
On a question of Greenberg
Let f be a classical p-ordinary cuspidal eigenform of weight at least two. Ralph Greenberg asked for a characterization of those with complex multiplication.
Generalised Heegner cycles and p-adic Rankin L-series
Based on the paper with the same name by Bertolini, Darmon, Prasanna.
Baby Seminar – Introducció a les congruències entre formes modulars
En primer lloc introduirem el concepte de forma modular i parlarem de la seva estructura com a espai vectorial. Introduirem el concepte d’operador de Hecke i comentarem les diferents maneres de definir-los.
Companion forms and weight one forms
Following the article by Buzzard–Taylor.
p-adic L-functions for CM Fields (I)
Introductory talk of the working group on Katz’s paper “p-adic L-functions for CM fields”.