Newbetuts
.
New posts in vector-bundles
When is the pushforward / direct image of a reflexive sheaf locally free?
algebraic-geometry
commutative-algebra
sheaf-theory
vector-bundles
Are vector bundles on $\mathbb{P}_{\mathbb{C}}^n$ of any rank completely classified? (main interest $n=3$)
reference-request
algebraic-geometry
complex-geometry
vector-bundles
Projection of fiber bundle is a submersion
geometry
differential-geometry
riemannian-geometry
vector-bundles
fiber-bundles
Is a space with no nontrival vector bundles contractible?
algebraic-topology
vector-bundles
Rank $n$ vector bundle with $n$ pointwise linearly independent sections is trivial
vector-bundles
Is there a fibre bundle with fibre homeomorphic to $\mathbb R^k$ which cannot be given the structure of a vector bundle?
geometry
differential-geometry
vector-bundles
fiber-bundles
Pull-back of sections of vector bundles
algebraic-geometry
vector-bundles
Understanding the canonical line bundle $H$, and the fact that $(H \otimes H)\oplus 1 \simeq H \oplus H$
vector-bundles
Explicit formula for the curvaure of a connection
differential-geometry
vector-bundles
curvature
Example of a real orientable $2n$-plane bundle without complex structure via non-trivial odd Stiefel-Whitney class
algebraic-topology
vector-bundles
characteristic-classes
The Pullback Bundle is an Embedded Submanifold of its Parent Space
differential-geometry
vector-bundles
smooth-manifolds
Understanding the trivialisation of a normal bundle
algebraic-topology
vector-bundles
fiber-bundles
Total space of a finite rank locally free sheaf, Vakil's 17.1.4 & 17.1.G
algebraic-geometry
sheaf-theory
vector-bundles
schemes
Normal Bundle is Trivial
differential-geometry
manifolds
vector-bundles
Tangent bundle : is a manifold
manifolds
vector-bundles
Does Hodge-star commute with metric connections?
differential-geometry
riemannian-geometry
vector-bundles
connections
Are vector bundles isomorphic when their transition functions are homotopic?
manifolds
vector-bundles
Covariant derivative of vector bundle map $\Psi:\xi\rightarrow \eta$
differential-geometry
vector-bundles
Isomorphism class of vector bundle over $\mathbb S^1$.
algebraic-topology
differential-topology
vector-bundles
Nonisomorphic vector bundles with diffeomorphic total spaces
algebraic-topology
differential-topology
vector-bundles
Prev
Next