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- Secondary_vector_bundle_structure abstract "In mathematics, particularly differential topology, the secondary vector bundle structurerefers to the natural vector bundle structure (TE, p∗, TM) on the total space TE of the tangent bundle of a smooth vector bundle (E, p, M), induced by the push-forward p∗ : TE → TM of the original projection map p : E → M.This gives rise to a double vector bundle structure .In the special case (E, p, M) = (TM, πTM, M), where TE = TTM is the double tangent bundle, the secondary vector bundle (TTM, (πTM)∗, TM) is isomorphic to the tangent bundle(TTM, πTTM, TM) of TM through the canonical flip.".
- Secondary_vector_bundle_structure wikiPageID "26221731".
- Secondary_vector_bundle_structure wikiPageLength "5680".
- Secondary_vector_bundle_structure wikiPageOutDegree "19".
- Secondary_vector_bundle_structure wikiPageRevisionID "648467487".
- Secondary_vector_bundle_structure wikiPageWikiLink Category:Differential_geometry.
- Secondary_vector_bundle_structure wikiPageWikiLink Category:Differential_topology.
- Secondary_vector_bundle_structure wikiPageWikiLink Category:Topology.
- Secondary_vector_bundle_structure wikiPageWikiLink Connection_(vector_bundle).
- Secondary_vector_bundle_structure wikiPageWikiLink Covariant_derivative.
- Secondary_vector_bundle_structure wikiPageWikiLink Differential_topology.
- Secondary_vector_bundle_structure wikiPageWikiLink Double_tangent_bundle.
- Secondary_vector_bundle_structure wikiPageWikiLink Double_vector_bundle.
- Secondary_vector_bundle_structure wikiPageWikiLink Ehresmann_connection.
- Secondary_vector_bundle_structure wikiPageWikiLink Mathematics.
- Secondary_vector_bundle_structure wikiPageWikiLink Tangent_bundle.
- Secondary_vector_bundle_structure wikiPageWikiLink Vector_bundle.
- Secondary_vector_bundle_structure wikiPageWikiLinkText "Secondary vector bundle structure".
- Secondary_vector_bundle_structure wikiPageWikiLinkText "secondary vector bundle structure".
- Secondary_vector_bundle_structure hasPhotoCollection Secondary_vector_bundle_structure.
- Secondary_vector_bundle_structure wikiPageUsesTemplate Template:Math.
- Secondary_vector_bundle_structure wikiPageUsesTemplate Template:Mvar.
- Secondary_vector_bundle_structure subject Category:Differential_geometry.
- Secondary_vector_bundle_structure subject Category:Differential_topology.
- Secondary_vector_bundle_structure subject Category:Topology.
- Secondary_vector_bundle_structure type Field.
- Secondary_vector_bundle_structure type Physic.
- Secondary_vector_bundle_structure comment "In mathematics, particularly differential topology, the secondary vector bundle structurerefers to the natural vector bundle structure (TE, p∗, TM) on the total space TE of the tangent bundle of a smooth vector bundle (E, p, M), induced by the push-forward p∗ : TE → TM of the original projection map p : E → M.This gives rise to a double vector bundle structure .In the special case (E, p, M) = (TM, πTM, M), where TE = TTM is the double tangent bundle, the secondary vector bundle (TTM, (πTM)∗, TM) is isomorphic to the tangent bundle(TTM, πTTM, TM) of TM through the canonical flip.".
- Secondary_vector_bundle_structure label "Secondary vector bundle structure".
- Secondary_vector_bundle_structure sameAs هيكل_الحزمة_الشعاعية_الثانوي.
- Secondary_vector_bundle_structure sameAs m.0b74bs8.
- Secondary_vector_bundle_structure sameAs Q7443885.
- Secondary_vector_bundle_structure sameAs Q7443885.
- Secondary_vector_bundle_structure wasDerivedFrom Secondary_vector_bundle_structure?oldid=648467487.
- Secondary_vector_bundle_structure isPrimaryTopicOf Secondary_vector_bundle_structure.