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Sphere bundle

In the mathematical field of topology, a sphere bundle is a fiber bundle in which the fibers are spheres S n {\displaystyle S^{n}} of some dimension n. Similarly, in a disk bundle, the fibers are disks D n {\displaystyle D^{n}} . From a topological perspective, there is no difference between sphere bundles and disk bundles: this is a consequence of the…

Spherical fibration, Orientation of a sphere bundle & Overview

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Spherical fibration

FibrationHomotopy equivalent
2 related topics

Orientation of a sphere bundle

Orientation
1 related topics

Overview

MathematicalTopologyFiber bundleSpheresDisks
9 related topics

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Overview

Orientation of a sphere bundle

Spherical fibration

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Map overview Semantic statistics

Sphere bundle

Nodes16
Edges15
Triples7
Avg. degree1.88
Density0.125
Components1

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Sphere bundle

Top relations

is a · 2
Sphere bundle → fiber bundle in which the fibers are spheres S n, torus
related to Orientation of a sphere bundle · 2
Sphere bundle → If, Sph
related to Spherical fibration · 2
Sphere bundle → For, Sn
related to External links · 1
Sphere bundle → Is

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Important terminology

sphere bundle fibers displaystyle space fibration orientation disk spherical btop base also topology spheres orientable bundles example notes mathematical disks

Entity relationships Subject–Predicate–Object triples

SubjectPredicateObjectConfidenceSrc
Sphere bundleis afiber bundle in which the fibers are spheres S n0.90text
Sphere bundleis atorus0.90text
Sphere bundlerelated to External linksIs0.60section
Sphere bundlerelated to Orientation of a sphere bundleIf0.60section
Sphere bundlerelated to Orientation of a sphere bundleSph0.60section
Sphere bundlerelated to Spherical fibrationFor0.60section
Sphere bundlerelated to Spherical fibrationSn0.60section

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    Min side: 3
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