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| | Fiber bundle at opensource encyclopedia (Site not responding. Last check: 2007-10-11) |
 | | Introducing a further topological space F, we use the projection map from to B as the model. |
 | | B is called the base space of the fiber bundle and E the total space, and for any , the preimage of x, is called the fiber at x and the map π is called the projection map. |
 | | A section of a fiber bundle is a continuous map, such that , for x in B. Since bundles do not in general have sections, one of the purposes of the theory is to account for their existence. |
| www.wiki.tatet.com /Fiber_bundle.html (560 words) |
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