Sphere bundle
http://dbpedia.org/resource/Sphere_bundle
In der Mathematik sind Sphärenbündel Räume, die lokal wie ein Produktraum, dessen einer Faktor eine Sphäre ist, aussehen. Dazu gehören insbesondere Kreisbündel.
rdf:langString
In the mathematical field of topology, a sphere bundle is a fiber bundle in which the fibers are spheres of some dimension n. Similarly, in a disk bundle, the fibers are disks . From a topological perspective, there is no difference between sphere bundles and disk bundles: this is a consequence of the Alexander trick, which implies A circle bundle is a special case of a sphere bundle.
rdf:langString
rdf:langString
Sphärenbündel
rdf:langString
Sphere bundle
xsd:integer
48880896
xsd:integer
1095483022
rdf:langString
In der Mathematik sind Sphärenbündel Räume, die lokal wie ein Produktraum, dessen einer Faktor eine Sphäre ist, aussehen. Dazu gehören insbesondere Kreisbündel.
rdf:langString
In the mathematical field of topology, a sphere bundle is a fiber bundle in which the fibers are spheres of some dimension n. Similarly, in a disk bundle, the fibers are disks . From a topological perspective, there is no difference between sphere bundles and disk bundles: this is a consequence of the Alexander trick, which implies An example of a sphere bundle is the torus, which is orientable and has fibers over an base space. The non-orientable Klein bottle also has fibers over an base space, but has a twist that produces a reversal of orientation as one follows the loop around the base space. A circle bundle is a special case of a sphere bundle.
xsd:nonNegativeInteger
3139