Editing Vector bundle (section)

==See also==
===General notions===
* [[Grassmannian]]: [[classifying space]]s for vector bundle, among which [[projective space]]s for [[line bundle]]s
* [[Characteristic class]]
* [[Splitting principle]]
* [[Stable bundle]]

===Topology and differential geometry===
* [[Connection (vector bundle)|Connection]]: the notion needed to differentiate sections of vector bundles.
* [[Gauge theory (mathematics)|Gauge theory]]: the general study of connections on vector bundles and principal bundles and their relations to physics.

===Algebraic and analytic geometry===
* [[Algebraic vector bundle]]
* [[Picard group]]
* [[Holomorphic vector bundle]]