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Front Page
Previous Ateliers:
2015 (Bordeaux), 2016 (Grenoble), 2017 (Lyon) 2017b (Clermont-Ferrand) 2017c (Oujda) 2018 (Besançon) 2018b (Roma) 2019 (Bordeaux) 2019b (Roma) 2020 (Grenoble) 2021b (Oujda) 2022 (Besançon) 2023 (CIRM) 2024 (Lyon) 2024b (Roma)
Welcome to Atelier PARI/GP 2025 (Saclay)
Topics
- Bill Allombert: helping around
- Albin Ahlbäck: build/configure system
- Eric Ahlqvist: class field theory, Galois cohomology
- Ayoub Aluartassi: n-th power Hilbert symbol
- Salma Arrahmani: completions of number fields
- Martin Azon: modular forms
- Safia Batla: S-integers, S-units, S-class groups, S-cohomology
- Dominique Bernardi: TBD
- Yves Benoist : L-functions and modular forms
- Nicolas Billerey : congruences between modular forms
- Raymond van Bommel : local arithmetic of curves and Jacobians
- François Brunault : quasi-periods of modular forms
- Ricardo Buring : doctesting, bugs
- Henri Cohen : quasi-periods of modular forms
- Marc Coulomb : quasi-periods
- Andreas Enge : Gentry-Szydlo over large number fields
- Chimène Fischler : primality tests
- Nihar Gargava : Hecke characters
- Vasily Golyshev : quasi-periods
- Rob de Jeu : point counting
- Jean Kieffer : theta functions
- Péter Kutas : doctesting, quaternion algebras, quadratic forms
- Afonso Li : lattices and S-units
- Céline Maistret : models of curves, arithmetic invariants, local arithmetic of curves and Jacobians
- Nicolas Mascot : algebraic curves package, point counting, models of curves
- Marc Mezzarobba : doctesting, D-finite functions
- Thibaut Misme : doctesting
- Pascal Molin : modular forms, Galois theory
- Pierre Morain : class field theory, Stark units, L-functions
- Mateo Crabit Nicolau : modular forms, quaternion algebras
- Aurel Page : helping around, p-adic fields, algebras, p-adic polylogs …
- Alice Pellet-Mary : ideal lattices, norm relations, Gentry-Szydlo
- Bernadette Perrin-Riou : TBD
- Eric Pichon-Pharabod : doctesting, periods, L-functions
- Léo Poyeton : p-adics
- Marine Rougnant : doctesting
- Denis Simon : quadratic equations, Newton polygons, gp contributions
- Himanshu Shukla : Selmer groups, local arithmetic of curves and Jacobians
- Márton Tot Bagi : root finding in finite fields, elliptic curves