Motives and complex multiplication
The Theory of Complex Multiplication, termed by David Hilbert as not only the most beautiful part of mathematics but of all science, has fascinated mathematicians for nearly two centuries and continues to be an active area of research.
Summer school 15-19 August 2016, Ascona
The theme of our summer school is the interplay between this classical mathematical theory and the comparatively young Philosophy of Motives.
Organizers
Javier Fresán (ETH Zurich), external page Dimitar Jetchev (EPF Lausanne), Peter Jossen (ETH Zurich), Richard Pink (ETH Zurich)
Programme
Minicourses
- Special cycles on Shimura varieties
Fabrizio Andreatta (Università di Milano) - An example-based introduction to Shimura varieties
Kai-Wen Lan (University of Minnesota) - Jacobians with complex multiplication
Frans Oort (University of Utrecht)
Individual talks
- On the standard conjecture of Hodge type for abelian varieties
Giuseppe Ancona (University of Zürich) - Regulator of hypergeometric fibrations
Manasori Asakura (Hokkaido University) - Hodge theory and atypical intersections
Bruno Klingler (Institut de Mathématiques de Jussieu) - Logarithmic derivatives of Dirichlet L-functions and Arakelov theory
Damian Rössler (Oxford University) - Complex multiplication and K3 surfaces over finite fields
Lenny Taelman (University of Amsterdam) - Jacobians isogenous to abelian varieties in finite characteristic
Jacob Tsimerman (University of Toronto) - CM values of Green's functions
Maryna Viazovska (Humbolt University of Berlin)