La théorie des classes de Chern

Grothendieck, Alexander·1958·Bulletin de la Société mathématique de France
DOI 10.24033/bsmf.1501

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  13. The covariant systems of Todd and Segre
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  14. Bundles of Grassmannians and integrality theorems
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  15. Binomial Rings and their Cohomology
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  18. On extension of the motivic cohomology beyond smooth schemes
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  20. Introduction
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  21. Motivic Pontryagin classes and hyperbolic orientations
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  22. Characteristic classes of augmented bundles
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  25. Extended powers and Steenrod operations in algebraic geometry
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  26. Stieffel whitney classes for quadratic modules
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  27. Intersection formulae in flag manifolds
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  28. Stiefel—Whitney classes for coherent real analytic sheaves
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  30. L'Anneau de Chow d'une variete algebrique
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  31. Non-Schurian indecomposables via intersection theory
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  32. The Affine B.G. Property for the Linear Groups and the Grassmanian
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  33. Chern Classes and Complex Manifolds
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  34. Basic Notions and Classical Results
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  35. Grothendieck-Riemann-Roch
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  36. Double points of compositions of projections.
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  37. Analyzing the L 2 $$\bar{\partial }$$ -Cohomology
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  38. $${\mathbb{A}}^{1}$$ -Homotopy Sheaves and $${\mathbb{A}}^{1}$$ -Homology Sheaves
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  39. Notes on the Chern-character
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  40. Stable vector bundles as generators of the Chow ring
    Ernesto C. Mistretta · 2003 · arXiv (Cornell University)
  41. Torsors over Simplicial Schemes
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  42. Arithmetic Laplacians
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  43. Unramified Milnor–Witt K-Theories
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  44. Bergman Kernels
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  45. References
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  46. Bibliography
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  47. L
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  49. Bibliography
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  50. Bibliography
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