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Tautological bundle
Winter
Stability of Tautological Bundles on Symmetric Products of Curves
Characteristic Classes and K-Theory Oscar Randal-Williams
On Positivity and Base Loci of Vector Bundles
Manifolds of Low Dimension with Trivial Canonical Bundle in Grassmannians Vladimiro Benedetti
The Chern Characteristic Classes
WITT GROUPS of GRASSMANN VARIETIES Contents Introduction 1
35 Line Bundles on Cpn
Vector Bundles and Projective Varieties
Geometry and Stability of Tautological Bundles on Hilbert Schemes of Points
Notes on Cobordism
Hamiltonian Group Actions Today's Plan: • O(L) (Bundle Over CP 1
University of Alberta ̂T-Surfaces in the Affine Grassmannian
Green Forms and the Arithmetic Siegel-Weil Formula 2
1. Overview We Look at Complex Line Bundles from the Topological Viewpoint, and Then from the Holomorphic Viewpoint. Tensor Prod
Chern- Mather and Chern-Macpherson Classes) of Singular Complex Varieties Has Been Studied by Several Authors (Dubson, Le, Teissier, Piene, Etc.)
Flag Varieties Notes from a Reading Course in Spring 2019 George H
Holomorphic Sections of a Line Bundle Let Π : L → X Be a Holomorphic Line Bunlde Over a Complex Manifold X
Top View
Foundations of Algebraic Geometry Classes 33 and 34
Generalised Subbundles and Distributions: a Comprehensive Review Andrew D
Jian XIAO Positivité En Géométrie Kählérienne Positivity in Kähler
Gl-Equivariant Modules Over Polynomial Rings in Infinitely Many Variables
Differential Geometry III
UNIVERSITY of CALIFORNIA, IRVINE Degeneracy Loci In
On Stability of Tautological Bundles and Their Total Transforms Ernesto C
The Special Linear Version of the Projective Bundle Theorem
A Lecture Course on Cobordism Theory
Poisson Structures and Lie Algebroids in Complex Geometry by Brent
X of F Over a Closed Point of B, We Define GDCH∗ (X):= Im CH∗( ) CH∗(X) , B X → the Image of the Gysin Restriction Map
Jets of Line Bundles on Curves and Wronskians✩ C
Geometry and Topology
Holomorphic Line Bundles
Characteristic Classes
Ample Vector Bundles
Remarks on Grassmannian Supermanifolds
Notes on the K-Theory of Complex Grassmannians
Tautological Bundles on the Hilbert Scheme of Points and the Normality of Secant Varieties
Geometry and Stabilityof Tautological Bundleson Hilbert Schemes of Points
Why Vector Bundles?
Notes on Vector Bundles
Chapter 1. the Basic Notions Cours De L’Institut Fourier, Tome 23 (1995), P
A BESTIARY of TOPOLOGICAL OB ECTS 1. Introduction 2 2. Wedges
Equivariant Cobordism
Seminar on Characteristic Classes Projective Bundle Formula
Grassmannians: the First Example of a Moduli Space 1
A Remark on Bifurcation of Fredholm Maps
Notes on Enumerative Geometry
MATH 703: PART 2: VECTOR BUNDLES Contents 1. Smooth Vector Bundles 1 2. Vector Fields, Lie Bracket, and Lie Algebras 8 3. Tensor
Algebraic Topology: Math 231Br Notes
Geometric Cobordism Categories
GEOMETRY and STABILITY of TAUTOLOGICAL BUNDLES on HILBERT SCHEMES of POINTS Introduction the Purpose of This Paper Is to Explore
Genera: from Cobordism to K-Theory
Counting Vector Bundles
Vector Bundles and K-Theory
Vector Bundles on Flag Varieties
Cohomology of the Grassmannian
Arxiv:2008.07313V7 [Math.AG]
Chern Classes of Tautological Sheaves on Hilbert Schemes of Points on Surfaces