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- Inverse_bundle abstract "In mathematics, the inverse bundle of a fibre bundle is its inverse with respect to the Whitney sum operation.Let be a fibre bundle. A bundle is called the inverse bundle of if their Whitney sum is a trivial bundle, namely if Any vector bundle over a compact Hausdorff base has an inverse bundle.".
- Inverse_bundle wikiPageExternalLink VBpage.html.
- Inverse_bundle wikiPageID "24006693".
- Inverse_bundle wikiPageRevisionID "451289858".
- Inverse_bundle hasPhotoCollection Inverse_bundle.
- Inverse_bundle subject Category:Algebraic_topology.
- Inverse_bundle subject Category:Differential_topology.
- Inverse_bundle subject Category:Vector_bundles.
- Inverse_bundle type Abstraction100002137.
- Inverse_bundle type Collection107951464.
- Inverse_bundle type Group100031264.
- Inverse_bundle type Package108008017.
- Inverse_bundle type VectorBundles.
- Inverse_bundle comment "In mathematics, the inverse bundle of a fibre bundle is its inverse with respect to the Whitney sum operation.Let be a fibre bundle. A bundle is called the inverse bundle of if their Whitney sum is a trivial bundle, namely if Any vector bundle over a compact Hausdorff base has an inverse bundle.".
- Inverse_bundle label "Inverse bundle".
- Inverse_bundle sameAs m.07kb1_v.
- Inverse_bundle sameAs Q6060355.
- Inverse_bundle sameAs Q6060355.
- Inverse_bundle sameAs Inverse_bundle.
- Inverse_bundle wasDerivedFrom Inverse_bundle?oldid=451289858.
- Inverse_bundle isPrimaryTopicOf Inverse_bundle.