Title: Fundamental Groups in Arithmetic
Dates: March 12-16, 2005
Location: The University of New Mexico (in Albuquerque, New Mexico)
Organizers: Minhyong Kim, Bill McCallum, and Michael Nakamaye
- The conference poster (jpg, 184KB)
Richard Hain: Iterated integrals, Hodge theory, and fundamental groups
Makoto Matsumoto: Galois representations in fundamental groups and their Lie algebras
Florian Pop: Anabelian phenomena in arithmetic and geometry
Leila Schneps: Grothendieck-Teichmueller theory, moduli spaces, and multi-zeta values
- The AWS 2005 Notes page has links to course and project descriptions, as well as notes.
- The schedule
- Travel information
- It is now too late to apply for funding or a project, but anyone who can find their own resources is welcome to attend. Please be sure give Sandy Braun (firstname.lastname@example.org) your travel information so that you can be included in the list of participants.