Indecomposable K_1 and the Hodge-D-conjecture for K3 and Abelian Surfaces

Abstract

We prove the Hodge-D-conjecture for general K3 and Abelian surfaces. Some consequences of this result, e.g., on the levels of higher Chow groups of products of elliptic curves, are discussed.

35 pages, 5 figures in AMSLatex

References in corpus (1)

• Constructing Indecomposable Motivic Cohomology Classes on Algebraic Surfaces

Cited by in corpus (2)

• Non-Archimedean regulator maps and special values of L-functions
• Noether-Lefschetz for K_1 of a Surface, Revisited