Fibered Manifold

In differential geometry, in the category of differentiable manifolds, a fibered manifold is a surjective submersion i.e. a surjective differentiable mapping such that at each point the tangent mapping is surjective (equivalently its rank equals dim B).

Read more about Fibered Manifold:  Formal Definition, Examples, Properties, History

Famous quotes containing the word manifold:

    Civilisation is hooped together, brought
    Under a rule, under the semblance of peace
    By manifold illusion....
    William Butler Yeats (1865–1939)