71493517 - Viaf Publications Mathématiques de l'IHÉS - zxc.wiki If X is a smooth variety over the complex numbers, you can use the topological Euler characteristic of the support X ( C) of the scheme. The most efficient way to compute it is to use Chern classes and the Poincaré-Hopf theorem: the Euler characteristic is the degree of the top Chern class. Grothendieck-Katz p-curvature conjecture. But as legitimate as it is, the question is difficult to answer, because of the particularly abstruse nature of his mathematics and the wealth of notions he . ホッジ予想 - Wikipedia Pub. Zbl 1352.32010 Voisin, Claire: 24. . Tommaso de Fernex; Chung Ching Lau; Content type: OriginalPaper . 5 Complex manifolds. Claire Voisin, Hodge theory and complex algebraic geometry. Olivier Debarre Affiliation: École Normale Supérieure, Département de Mathématiques et Applications, UMR CNRS 8553, 45 rue d'Ulm, 75230 Paris cedex 05, France (email: odebarre@dma.ens.fr) . Alexander GROTHENDIECK (1966), Alain CONNES (1982), Pierre-Louis LIONS and Jean-Christophe YOCCOZ (1994), Laurent LAFFORGUE (2002), . Here is our exchange of letters. - Alexander Grothendieck, 1966 IHES - Pierre Deligne, 1978 IHES - Alain Connes, 1982 CNRS and IHES - Jean Bourgain, 1994 IHES - Jean-Christophe Yoccoz, 1994 Orsay - Maxim Konsevitch, 1998 IHES . . May 16-22, 2022, Paris, France: conference in Algebraic Geometry in honor of Claire Voisin, at the Institut Henri Poincare. We propose in this paper a strategy to prove the generalized Hodge conjecture for coniveau 2 complete intersections, which does involve the study of Chow groups and the construction of 2-cycles (replacing the lines used in the coniveau 1 case). She obtained an agrégation, France's highest teaching diploma, in mathematics in 1983. ALEXANDRE GROTHENDIECK Un voyage à la poursuite des choses évidentes. 16. Claire Voisin and the strength of abstraction | CNRS Images Coniveau 2 complete intersections and effective cones
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