The Geometry of the Algebraic Cycles

Transcendental aspects

• D. Arapura -- The Hodge theoretic fundamental group and its cohomology
• X. Chen and J. D. Lewis -- The real regulator for a self-product of a general surface
• E. M. Friedlander and C. Haesemeyer -- Lipschitz cocycles and Poincaré duality
• C. Pedrini -- On the motive of a K3 surface
• C. Schnell -- Two observations about normal functions

Positive characteristics and arithmetic

• J.-L. Colliot-Thélène and T. Szamuely -- Autour de la conjecture de Tate à coefficients $Z_{ell}$ pour les variétés sur les corps finis
• H. Gangl -- Regulators via iterated integrals (numerical computations)
• A. S. Merkurjev -- Zero-cycles on algebraic tori
• A. Miller -- Chow-Künneth projectors and $ell$-adic cohomology

Connections with mathematical physics

• S. Bloch -- Motives associated to sums of graphs
• L. Guo, S. Paycha, B. Xie, and B. Zhang -- Double shuffle relations and renormalization of multiple zeta values