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- Coframe abstract "In mathematics, a coframe or coframe field on a smooth manifold is a system of one-forms or covectors which form a basis of the cotangent bundle at every point. In the exterior algebra of , one has a natural map from , given by . If is dimensional a coframe is given by a section of such that . The inverse image under of the complement of the zero section of forms a principal bundle over , which is called the coframe bundle.".
- Coframe wikiPageID "3131766".
- Coframe wikiPageRevisionID "468867962".
- Coframe hasPhotoCollection Coframe.
- Coframe subject Category:Differential_geometry.
- Coframe comment "In mathematics, a coframe or coframe field on a smooth manifold is a system of one-forms or covectors which form a basis of the cotangent bundle at every point. In the exterior algebra of , one has a natural map from , given by . If is dimensional a coframe is given by a section of such that . The inverse image under of the complement of the zero section of forms a principal bundle over , which is called the coframe bundle.".
- Coframe label "Coframe".
- Coframe sameAs m.08tgsb.
- Coframe sameAs Q5141056.
- Coframe sameAs Q5141056.
- Coframe wasDerivedFrom Coframe?oldid=468867962.
- Coframe isPrimaryTopicOf Coframe.