fiber bundle
( plural )
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(American spelling, topology, category theory) A topological space E with a base space B and a fiber space F such that any point x ∈ B has a neighborhood N that is homeomorphic to the product space B × F (that is, the space is locally the product space B × F, although its global structure can be quite different).
fiber bundle
A fiber bundle is a topological space E with a base space B and a typical fiber F such that every point x ∈ B has a neighborhood U for which the preimage of U in E is homeomorphic to U × F.
A fiber bundle is a topological space E with a base space B and a typical fiber F such that every point x ∈ B has a neighborhood U for which the preimage of U in E is homeomorphic to U × F.
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