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math.AG2017
The transcendental motive of a cubic fourfold
Michele Bolognesi, Claudio Pedrini
In this note we introduce the transcendental part of the motive of a cubic fourfold and prove that it is isomorphic to the (twisted) transcendental part …
math.AG2017★ 8 cited
On the rationality and the finite dimensionality of a cubic fourfold
Claudio Pedrini
Let be a cubic fourfold in . We prove that, assuming the Hodge conjecture for the product , where is a complex surface, and the finite dimensionality o…