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  • The Jouanolou-Thomason Homotopy Lemma

    The Jouanolou-Thomason Homotopy Lemma

  • Vector Bundles on Projective Space

    Vector Bundles on Projective Space

  • Recent Developments in Representation Theory

    Recent Developments in Representation Theory

  • 4. Coherent Sheaves Definition 4.1. If (X,O X) Is a Locally Ringed Space

    4. Coherent Sheaves Definition 4.1. If (X,O X) Is a Locally Ringed Space

  • 256B Algebraic Geometry

    256B Algebraic Geometry

  • Notes on Principal Bundles and Classifying Spaces

    Notes on Principal Bundles and Classifying Spaces

  • D-Modules on Flag Varieties and Localization of G-Modules

    D-Modules on Flag Varieties and Localization of G-Modules

  • The Chern Characteristic Classes

    The Chern Characteristic Classes

  • 4 Sheaves of Modules, Vector Bundles, and (Quasi-)Coherent Sheaves

    4 Sheaves of Modules, Vector Bundles, and (Quasi-)Coherent Sheaves

  • 3. Ample and Semiample We Recall Some Very Classical Algebraic Geometry

    3. Ample and Semiample We Recall Some Very Classical Algebraic Geometry

  • The First and Second Stiefel-Whitney Classes; Orientation and Spin Structure

    The First and Second Stiefel-Whitney Classes; Orientation and Spin Structure

  • D-Modules and Representation Theory

    D-Modules and Representation Theory

  • Cohomology of Line Bundles: Proof Of

    Cohomology of Line Bundles: Proof Of

  • Vector Bundles and Projective Varieties

    Vector Bundles and Projective Varieties

  • On Determinant Line Bundles 1

    On Determinant Line Bundles 1

  • Lecture 28: Vector Bundles and Fiber Bundles

    Lecture 28: Vector Bundles and Fiber Bundles

  • LINE BUNDLES on STACKS Vector Bundles We Begin by Defining Vn

    LINE BUNDLES on STACKS Vector Bundles We Begin by Defining Vn

  • The Topology of Fiber Bundles Lecture Notes Ralph L. Cohen

    The Topology of Fiber Bundles Lecture Notes Ralph L. Cohen

Top View
  • Math 396. Orientations on Bundles and Manifolds 1. Orientation Atlases and Orientation Forms Recall That an Oriented Trivializin
  • Classification of Bundles
  • Fiber Bundles in Analytic, Zariski, and Étale Topologies
  • Chapter 1 I. Fibre Bundles
  • Introduction to the Chern Class
  • Line Bundles. Honours 1996
  • 7.1. Sheaves and Sheafification. the First Thing We Have to Do to Discuss the More Ad- Vanced Topics Mentioned in Section 6.6 Is
  • 1. Overview We Look at Complex Line Bundles from the Topological Viewpoint, and Then from the Holomorphic Viewpoint. Tensor Prod
  • The Structure of Coh(P1) 1 Coherent Sheaves
  • Bundles, Classifying Spaces and Characteristic Classes
  • Notes on D-Modules and Connections with Hodge Theory
  • Arxiv:1005.0543V1
  • Of a Holomorphic Line Bundle L ∈ P Ic(X) on X Is the Image of L Under the Boundary Map 1 ∗ 2 Z C1 : P Ic(X) ≃ H (X, OX ) → H (X, )
  • Lecture 7: Characteristic Classes
  • LECTURE NOTES on K-THEORY 1. L 1.1. Paracompact
  • Asymptotic Invariants of Line Bundles
  • MATH 748R, Spring 2012 Homotopy Theory Homework Assignment #8: Vector Bundles and Characteristic Classes
  • 1 Introduction


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