Let $ k $ be a field of characteristic $0 $ endowed with a fixed field embedding $\sigma:
k\hookrightarrow\mathbb {C} $. In this paper we complete the construction of the six functor …

We show that the derived category of perverse Nori motives and mixed Hodge modules are
the derived categories of their constructible hearts. This enables us to construct $\infty …

Let k be a field of characteristic zero with a fixed embedding W k,! C into the field of complex
numbers. Given a k-variety X, we use the triangulated category of étale motives with rational …

In this thesis we complete the construction of the Six Functor Formalism for perverse Nori
motives initiated by F. Ivorra and S. Morel. Our main contribution is the construction of a …

We prove that the embedding of the derived category of 1-motives up to isogeny into the
triangulated category of effective Voevodsky motives, as well as its left adjoint functor LAlbℚ …

We prove that the embedding of the derived category of 1-motives up to isogeny into the
triangulated category of effective Voevodsky motives, as well as its left adjoint functor LAlbQ …