Periods and motives
M02
Theory of motives, nilpotent orbits, motivic homotopy and cohomology, cobordism, algebraic cycles, regulators and periods
Working Packages
- M02-1 (Esnault, Kerz): An infinitesimal version of the Hodge conjecture (2011-2015)
- M02-2 (Esnault, Levine): The motivic structure on the nilpotent orbit (2011-2015)
- M02-3 (Levine): Algebraic cobordism: Extensions and applications (2011-2015)
M02-3 (Levine, Stroppel): Geometric representation theory and algebraic cobordism (2015-2019) - M02-4 (Levine): Motivic homotopy theory (2011-2015)
M02-4 (Levine): Higher Chow groups, K-theory of stacks and Riemann-Roch theorems (2015-2019) - M02-5 (Levine, Müller-Stach): Regulators for Tate motives (2011-2015)
M02-5 (Levine, Müller-Stach): Elliptic motives, Tate motives, and their realizations (2015-2019) - M02-6 (Semenov): Algebraic groups and Chow motives (2011-2015)
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