PDF ScIENcES Le Putéolien Michel Talagrand, prix Shaw 2019 en mathématiques Footnotes to papers of O'Grady and Markman | SpringerLink Remarks and questions on coisotropic subvarieties and 0-cycles of hyper-Kähler varieties. [1903.02111v1] Variation of Stable Birational Types of Hypersurfaces Our starting point is the specialization . We also propose a substantial number of open problems for further investigation. . Online Resources. May 19-20, 2022, Limoges, France: "Structured Matrix Days", at the Universite de Limoges. We welcome any additional information. I would not say it is essential to read the entire EGA, but since it is the standard reference, it is at least worth getting to know it. In the appendix Claire Voisin proves a similar result in a different setting using the Chow decomposition of diagonal and unramified cohomology. Pseudoeffective and nef classes on abelian varieties - Cambridge II, Cambridge Studies in Advanced Mathematics, vol. Claire Voisin is the laureate of the CNRS 2016 gold medal 7.2 Sheaf theory. Our approach to stable birational types relies on the Grothendieck ring of vari-eties, the Larsen-Lunts Theorem [LL03] and the specialization . PDF Variation of stable birational types of hypersurfaces - CORE We also discuss several problems and questions . [1003.3183] Pseudoeffective and nef classes on abelian varieties VARIATION OF STABLE BIRATIONAL TYPES OF HYPERSURFACES arXiv:1903 ... PDF A Generalization of the Kuga-Satake Construction But Grothendieck, not much of a believer in methodical study . Grothendieck-Lefschetz for ample subvarieties Authors. A.Grothendieck. 416 Claire Voisin In the papers [6], [10], [8], some constructions are given, which realize geomet-rically for K3-surfaces with large Picard number the Kuga-Satake construction, . 2017 - Department of Mathematics | ETH Zurich Read More video lecture. Claire Voisin. TA Stuff - math.umd.edu Math Links Online Resources People. Des prix qui . She obtained an agrégation, France's highest teaching diploma, in mathematics in 1983. 45, . Microsoft Research - Isaac Newton Institute We prove that the adelic Picard group of holomorphic line bundles is isomorphic to the rationals and prove the Birkhoff-Grothendieck splitting theorem for holomorphic bundles of higher rank over P. The paper on the subject appears in arXiv: arXiv:2001 . Zbl 1249.14003 Voisin, Claire: 2. Claire Voisin; Chapter. ホッジ予想 - Wikipedia - 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 . Probably because it strives to reach . Grothendieck-Teichmüller Groups, Deformation and Operads: Professor Epifanio G Virga: Università degli Studi di Pavia: Mathematics of Liquid Crystals: .
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