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- Clifford_module_bundle abstract "In differential geometry, a Clifford module bundle, a bundle of Clifford modules or just Clifford module is a vector bundle whose fibers are Clifford modules, the representations of Clifford algebras. The canonical example is a spinor bundle. In fact, on a Spin manifold, every Clifford module is obtained by twisting the spinor bundle.The notion "Clifford module bundle" should not be confused with a Clifford bundle, which is a bundle of Clifford algebras.".
- Clifford_module_bundle wikiPageID "42500406".
- Clifford_module_bundle wikiPageRevisionID "605180912".
- Clifford_module_bundle subject Category:Clifford_algebras.
- Clifford_module_bundle subject Category:Riemannian_geometry.
- Clifford_module_bundle subject Category:Structures_on_manifolds.
- Clifford_module_bundle subject Category:Vector_bundles.
- Clifford_module_bundle comment "In differential geometry, a Clifford module bundle, a bundle of Clifford modules or just Clifford module is a vector bundle whose fibers are Clifford modules, the representations of Clifford algebras. The canonical example is a spinor bundle. In fact, on a Spin manifold, every Clifford module is obtained by twisting the spinor bundle.The notion "Clifford module bundle" should not be confused with a Clifford bundle, which is a bundle of Clifford algebras.".
- Clifford_module_bundle label "Clifford module bundle".
- Clifford_module_bundle sameAs m.010fjjch.
- Clifford_module_bundle sameAs Q16949216.
- Clifford_module_bundle sameAs Q16949216.
- Clifford_module_bundle wasDerivedFrom Clifford_module_bundle?oldid=605180912.
- Clifford_module_bundle isPrimaryTopicOf Clifford_module_bundle.