Recent Advances in Hodge Theory: Period Domains, Algebraic Cycles, and Arithmetic
Month: June 2013
Date: June 10--20
Name: Recent Advances in Hodge Theory: Period Domains, Algebraic Cycles, and Arithmetic
Location: UBC Campus, Vancouver, B.C., Canada.
A four-day summer school for graduate students and postdocs, followed by a six-day research conference on the asymptotics, symmetries, and arithmetic of periods, as well as related representation theory and geometry. Each day will concentrate on a specific topic: Algebraic cycles and the Hodge conjecture, Arithmetic aspects of cycles and period maps, Period domains and their compactifications, Mumford-Tate groups and representation theory, Automorphic forms and automorphic cohomology (6) Relative completion of the fundamental group.
S. Bloch, P. Brosnan, H. Carayol, W. Goldring, P. Griffiths, M. Green, B. Klingler, S. Kudla, R. Laza, B. Moonen, S. Mueller-Stach, M. Nori, C. Robles, C. Schnell, T. Terasoma, S. Usui, C. Voisin, V. Vologodsky, and H. Yoshida. The summer school will include lectures by the organizers and other participants.