Assertion: connection | /r/CapableOf | define a covariant derivative
Facets:
value: on vector bundles
type: LOCATION
value: immediately
type: MANNER
Source sentences:
text: Such a connection ω immediately defines a covariant derivative not only on the tangent bundle, but on vector bundles associated to any group representation of GL(n), including bundles of tensors and tensor densities.
text: In mathematics, a connector is a map which can be defined for a linear connection and used to define the covariant derivative on a vector bundle from the linear connection.