Deadline for requesting participation: 4 MARCH 2018
The area of the School is number theory, broadly understood - analytic, algebraic, combinatiorial, with links to groups and geometry.
All of the course topics lie at thematic intersections.
The course on Galois representations will focuse on their connections with modular forms and elliptic curves.
The course on arithmetic groups will involve familiarizing students with topics in group theory and modular forms.
Equidistribution in a diophantine context will be the main subject of a course.
Another lecture series will focus on analysis, combinatorics and discrete geometry.
The study of curves over finite fields, and the resulting codes, will allow for an accessible introduction to deep issues in algebraic geometry, with immediate applications.
Finally, the course on primes, parity and analysis will combine classical tools and the use of entropy and independence.
The plan is, then, to introduce advanced students to a variety of fields and tools and to notable recent developments.
Nuria Vila Oliva
Fernando Rodriguez Villegas
Academia Nacional de Ciencias
Alexander von Humboldt
Centre International de Mathematiques Pures et Appliques (CIMPA)
Facultad de Matematica, Astronomia, Fisica y Computacion (FAMAF)
Foundation Compositio Mathematica
Universidad Nacional de Cordoba (UNC)
Roberto Jorge Miatello (Universidad Nacional de Cordoba), Harald Andres Helfgot (University of Goettingen), Michael Harris (Columbia University), Nuria Vila (Universitat de Barcelona), Ariel Pacetti (Universidad Nacional de Cordoba), ICTP Scientific Contact: Fernando Rodriguez Villegas
ICTP - Strada Costiera, 11
I - 34151 Trieste Italy (+39) 040 2240 111 email@example.com