Zero-cycles on Garbagnati surfaces

Abstract

Garbagnati has constructed certain surfaces of general type that are bidouble planes as well as double covers of K3 surfaces. In this note, we study the Chow groups (and Chow motive) of these surfaces.

10 pages, to appear in Tsukuba J. of Math., comments welcome

References in corpus (2)

• On the Chow ring of Cynk-Hulek Calabi-Yau varieties and Schreieder varieties
• Algebraic cycles and Todorov surfaces