Location
Dates
Presentation
The school aims to introduce graduate students and young researchers to key topics in algebraic number theory and arithmetic geometry and their computational aspects. Modular forms and elliptic curves will be central, with a view towards Galois representations, complex multiplication and class field theory. Understanding of the abstract theory will be facilitated by an explicit and algorithmic approach, through an interactive approach where we will make use of freely available computer algebra systems. The participants will be provided with an introduction to the basic material that before proceeding to the more advanced topics.
Official language of the school: English
Administrative and scientific coordinators
Scientific program
Course 1: "Number Theoretical Background", Ila Varma (Toronto University, Canada) and Richell Celeste (University of the Philippines Diliman, Philippines)
Course 2: "Elliptic Curve with Complex Multiplication", Jerome T. Dimabayao (University of the Philippines Diliman, Philippines) and Michel Waldschmidt Sorbone Université, France)
Course 3: "Modular Forms", Laura Geatti (Università di Roma Tor Vergata, Italy) and Valentijn Karemaker (Utrecht University, Netherlands)
Course 4: "Galois Representations Associated do Elliptic Curves and Modular Forms", Marusia Rebolledo (Université Clermont Auvergne, France)
Course 5: "Explicit Class Field Theory", René Schoof (Università di Roma Tor Vergata, Italy) and Peter Stevenhagen (Leiden Universiteit, Netherlands)
Website of the school
How to participate
For registration and application to a CIMPA financial support, follow the instructions given here.
Deadline for registration and application: October 1, 2022
Deadline for registration and application: October 1, 2022