The first two weeks (June 15-28) will be in a Summer School format, devoted to short courses and surveys. The third week (June 29-July 4) will be a research level conference.

The courses will cover many topics, some of them are: Basics, Hodge Conjecture, Tate Conjecture, approaches of Lawson and Nori, connections to commutative algebra, connections to K-theory, regulators, computations of Chow groups, higher Chow groups and Motivic cohomology, Voevodsky's category of motives, cycles in arithmetic algebraic geometry, Arakelov Theory, variations of Hodge structures.