Levine's motivic comparison theorem revisited, by Florian Ivorra

For a field of characteristic zero Levine has proved that his triangulated tensor category of motives is equivalent to the one of Voevodsky. In this paper we show that the strategy of Levine's proof can also be applied on every perfect field to the categories of triangulated motives with rational coefficients or to the integral tensor subcategories generated by motives of smooth projective schemes.


Florian Ivorra <fivorra@math.jussieu.fr>