Dear Milne, I sent you the texts you acknowledge receipt of, because you are named there as a participant of a fraud, and I thought you might wish to give some explanation. Claire Voisin; Chapter. 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. specialize to double covers of Barlow surfaces. 7.1 Commutative algebra. Voisin, Claire: 24. Famous for her original and multifarious research, she won numerous rewards and has achieved exceptional international credit. Subjects: Zbl 1249.14003 Voisin, Claire: 2. Claire Voisin, French National Centre for Scientific Research Hyper-Kähler Manifolds I . Claire Voisin (Centre de math´ematiques Laurent Schwartz, CNRS UMR 7640, École Polytechnique, Palaiseau, France) . 1 Classical topics in projective geometry. Univ. Remarks and questions on coisotropic subvarieties and 0-cycles of hyper-Kähler varieties. PDF arXiv:1912.01644v1 [math.AG] 3 Dec 2019 - IMJ-PRG Advances in geometric analysis. Claire Voisin, 2016 CNRS Gold Medal | CNRS News c2(TS)=24o∈CH0(S). Claire Voisin. Grothendieck-Teichmüller Groups, Deformation and Operads: Professor Epifanio G Virga: Università degli Studi di Pavia: Mathematics of Liquid Crystals: . Pub. 6-9 June 2017 Organizers: Gerhard Huisken, Tristan Rivière, Rick Schoen, Michael Struwe The Hodge Conjecture | Springer for Research & Development College de France Research Area Algebraic geometry Visit Tuesday, May 9, 2017 to Thursday, May 11, 2017 Location MS 6627 Website Kähler geometry is a natural extension of complex projective geometry where the tools of Hodge theory are still available and allow to study the link between topology and complex geometry. . This includes techniques for compu-ting the re ned Euler characteristic of a smooth projective variety, and re ned Voisin,Claire Abel-Jacobimap,integralHodgeclassesanddecompositionofthediagonal. An international school on Hodge theory took place at the CIRM in Trento, Italy, from 31 August to 4 September 2009.
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