Add to ORKGConsider a smooth irreducible Hodge generic curve $S$ defined over $\bar{\Q}$ in the Torelli locus $...
We combine Deligne's global invariant cycle theorem, and the algebraicity theorem of Cattani, Delign...
We study algebraic cycles on complex Gushel-Mukai (GM) varieties. We prove the generalised Hodge con...
We introduce a new class of Hodge cycles with non-reduced associated Hodge loci, we call them fake l...
These notes should be seen as a companion to [8], where thealgebraicity of the loci of Hodge classes...
We show that for very general hypersurfaces in odd-dimensional simplicial projective toric varieties...
We introduce the intersection cohomology module of a matroid and prove that it satisfies Poincar\'e ...
We show that for very general hypersurfaces in odd-dimensional simplicial projective toric varieties...
This thesis tackles different problems related to the connection between geometric and Hodge theoret...
In this article, we prove the Hodge conjecture for a desingularization of the moduli space of rank 2...
We introduce the notion of dR-absolutely special subvarieties in motivic variations of Hodge structu...
Using our recent results on the algebraicity of the Hodge locus for variations of Hodge structures o...
30 p., séminaire Bourbaki, 65éme année, 2012-2013, exp. 1063. Comments welcomeInternational audience...
Given a polarizable variation of Hodge structure $\mathbb{V}$ over a complex smooth quasi-projective...
For the irreducible holomorphic symplectic eightfold Z associated to a cubic fourfold Y not containi...
Consider a smooth irreducible Hodge generic curve $S$ defined over $\bar{\Q}$ in the Torelli locus $...
We combine Deligne's global invariant cycle theorem, and the algebraicity theorem of Cattani, Delign...
We study algebraic cycles on complex Gushel-Mukai (GM) varieties. We prove the generalised Hodge con...
We introduce a new class of Hodge cycles with non-reduced associated Hodge loci, we call them fake l...
These notes should be seen as a companion to [8], where thealgebraicity of the loci of Hodge classes...
We show that for very general hypersurfaces in odd-dimensional simplicial projective toric varieties...
We introduce the intersection cohomology module of a matroid and prove that it satisfies Poincar\'e ...
We show that for very general hypersurfaces in odd-dimensional simplicial projective toric varieties...
This thesis tackles different problems related to the connection between geometric and Hodge theoret...
In this article, we prove the Hodge conjecture for a desingularization of the moduli space of rank 2...
We introduce the notion of dR-absolutely special subvarieties in motivic variations of Hodge structu...
Using our recent results on the algebraicity of the Hodge locus for variations of Hodge structures o...
30 p., séminaire Bourbaki, 65éme année, 2012-2013, exp. 1063. Comments welcomeInternational audience...
Given a polarizable variation of Hodge structure $\mathbb{V}$ over a complex smooth quasi-projective...
For the irreducible holomorphic symplectic eightfold Z associated to a cubic fourfold Y not containi...
Consider a smooth irreducible Hodge generic curve $S$ defined over $\bar{\Q}$ in the Torelli locus $...
We combine Deligne's global invariant cycle theorem, and the algebraicity theorem of Cattani, Delign...
We study algebraic cycles on complex Gushel-Mukai (GM) varieties. We prove the generalised Hodge con...