Research School

The purpose of the research school is to provide training on some topics that are having great impact on current research in automorphic forms, allowing participants make new connections, with areas related to their current research programs and with other researchers. The school is comprised of three 2-day intensive mini-courses, each team-taught by a pair of experts.

The research school takes place in the first week of the meeting, 9 - 14 July 2018.

Prerequisites: Complex Analysis, Algebraic Number Theory, Galois Theory, Elliptic Curves, and Modular Forms, at the undergraduate or 1st year post-graduate level.

Schedule

9:00 am	light breakfast
09:30 am - 12:30 pm	lectures
2:15 - 4:30 pm	exercise groups
4:30 - 5:30 pm	present exercise solutions

Registration/Applications

Please use this form to apply for the summer school. We will begin considering applications in early March.

Courses

Title	Lecturers	TA	Days
Computational aspects of Shimura Curves	Drew Sutherland and John Voight	Marc Masdeu	Monday - Tuesday
The resolvent kernel and the Maass-Shimura-Shintani lifting	Özlem Imamoglu and Árpád Tóth	Sebastián Herrero-Miranda	Wednesday - Thursday
Theta liftings and modularity of abelian varieties	Jens Funke and Lassina Dembélé	Stephan Ehlen	Friday - Saturday

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