Definition:Fiber Bundle/Base Point
< Definition:Fiber Bundle(Redirected from Definition:Base Point)
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Definition
Let $M$ be the base space of a fiber bundle $B = \struct {E, M, \pi, F}$.
A point $m \in M$ is called a base point of $B$.
Sources
- 2003: John M. Lee: Introduction to Smooth Manifolds: $\S 10$: Fiber Bundles