Vertical Bundle: Fiber Bundle, Subbundle, Tangent Bundle, Smooth Manifold, Kernel (Mathematics), Pushforward (Differential) -
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High Quality Content by WIKIPEDIA articles! The vertical bundle of a smooth fiber bundle is the subbundle of the tangent bundle that consists of all vectors which are tangent to the fibers. More precisely, if ¿:E¿M is a smooth fiber bundle over a smooth manifold M and e ¿ E with ¿(e)=x ¿ M, then the vertical space VeE at e is the tangent space Te(Ex) to the fiber Ex containing e. That is, VeE = Te(E¿(e)). T ... Täielik kirjeldus
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Lisateave
| Kirjastaja | OmniScriptum |
|---|---|
| Väljalaskeaasta | 2026 |
| Kaanetüüp | Pehme kaanega |
| EAN | 9786131159046 |