Previous Ateliers:

2015 (Bordeaux), 2016 (Grenoble), 2017 (Lyon) 2017b (Clermont-Ferrand) 2017c (Oujda) 2018 (Besançon) 2018b (Roma)

Welcome to Atelier PARI/GP 2019 (Bordeaux)

Proposed topics

doctesting: Paul + Marine

modular curves and Galois representations in libpari: Nicolas + Xavier C. + Razvan Hecke characters: Aurel+Pascal supersingular isogenies: Cyril integrating and summing oscillating functions: Henri Cohen Bianchi modular forms: Hao Zhang sorting and labeling ideals in number fields: John Cremona interfacing modular forms with Sage: JEC + Jeroen interfaces pari / python / sage / jupyter: Jeroen 1/2-integral weight modular forms: Ilker+Elif p-rational fields: Youssef modular forms and abelian varieties, explicit construction: Mohammed Amin abelian surfaces, p-adic methods, canonical lifts: Maiga+Damien arithmétique des corps de nombres, corps de classes de Hilbert: Mohammed Taous + Abdelkader Zekhnini Jeroen’s slave: Luca porting elliptic curves to sage: Luca, JEC, Jeroen isog between abelian surfaces, porting Damien’s code: Jean Kieffer identity-based encryption, webassembly: Adam + Attila générateurs aléatoires, LLL: Mohammed Traoré LLL on Hermitian forms: Etienne L-function computations: Francesco classes in number fields / Dedekind domains: Angelo Steinitz Hecke operators and automorphic forms, lattices: Thomas discover pari, l-functions, elliptic curves: Julien class groups of abelian fields: Takashi Fukuda cyclotomic fields: Jean-Robert p-adic L-functions of number fields: Xavier R. p-adic L-functions (of modular forms?): Bernadette espaces de modules, fonctions theta, des trucs comme ça: Enea generators of cubic extensions, relative Thue equations: Ibrahim