Robert Laterveer
Published 2017-06-19Version 1
This note is about cycle-theoretic properties of the Fano variety of lines on a smooth cubic fivefold. The arguments are based on the fact that this Fano variety has finite-dimensional motive. We also present some results concerning Chow groups of Fano varieties of lines on certain cubics in other dimensions.
Comments: 16 pages, to appear in Results in Math., comments welcome
Algebraic cycles on surfaces with $p_g=1$ and $q=2$
Algebraic cycles and intersections of 2 quadrics
Algebraic cycles and special Horikawa surfaces
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