G´eom´etrie alg´ebrique et espaces de modules ´ Claire Voisin, CNRS et IHES ii

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The generalized Hodge and Bloch conjectures are equivalent for general complete intersections Claire Voisin CNRS, Institut de math´ematiques de Jussieu 0

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APPROXIMATELY RATIONALLY OR ELLIPTICALLY CONNECTED VARIETIES CLAIRE VOISIN To Slava Shokurov, on his 60th birthday Abstract. We discuss a possible approach to the study of the vanishing of the

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Hodge loci Claire Voisin Abstract. The goal of this expository article is first of all to show that Hodge theory provides naturally defined subvarieties of any moduli space parameterizing smooth varieties, the “Hodge l

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Stable birational invariants and the L¨uroth problem Claire Voisin CNRS, Institut de Math´ematiques de Jussieu 1

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j. differential geometry175 BLOCH’S CONJECTURE FOR CATANESE AND BARLOW SURFACES Claire Voisin

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Rational equivalence of 0-cycles on K3 surfaces and conjectures of Huybrechts and O’Grady Claire Voisin ´ CNRS, Ecole Polytechnique

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G´eom´etrie alg´ebrique et g´eom´etrie complexe Claire Voisin Institut de math´ematiques de Jussieu, CNRS,UMR 7586 Table des mati` eres

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Ellis R. Kolchin Memorial Lecture Claire Voisin Centre National de la Recherche Scientifique "Hodge Structures on Cohomology Algebras"

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On the occasion of the extended stay of Hélène Esnault, recipient of the Chaire d’Excellence 2011 Arithmetic, Motives and Moduli Spaces

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• Pierre and Marie Curie University
• Jussieu
• Science
• Mathematics
• Hélène Esnault
• Claire Voisin