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- Solder_form abstract "In mathematics, more precisely in differential geometry, a soldering (or sometimes solder form) of a fiber bundle to a smooth manifold is a manner of attaching the fibres to the manifold in such a way that they can be regarded as tangent. Intuitively, soldering expresses in abstract terms the idea that a manifold may have a point of contact with a certain model Klein geometry at each point. In extrinsic differential geometry, the soldering is simply expressed by the tangency of the model space to the manifold. In intrinsic geometry, other techniques are needed to express it. Soldering was introduced in this general form by Charles Ehresmann in 1950.".
- Solder_form wikiPageID "9792297".
- Solder_form wikiPageRevisionID "554563911".
- Solder_form hasPhotoCollection Solder_form.
- Solder_form subject Category:Differential_forms.
- Solder_form subject Category:Fiber_bundles.
- Solder_form type Abstraction100002137.
- Solder_form type DifferentialForms.
- Solder_form type Form106290637.
- Solder_form type LanguageUnit106284225.
- Solder_form type Part113809207.
- Solder_form type Relation100031921.
- Solder_form type Word106286395.
- Solder_form comment "In mathematics, more precisely in differential geometry, a soldering (or sometimes solder form) of a fiber bundle to a smooth manifold is a manner of attaching the fibres to the manifold in such a way that they can be regarded as tangent. Intuitively, soldering expresses in abstract terms the idea that a manifold may have a point of contact with a certain model Klein geometry at each point.".
- Solder_form label "Solder form".
- Solder_form label "Тангенциальнозначная форма".
- Solder_form sameAs m.02psbrs.
- Solder_form sameAs Q7557226.
- Solder_form sameAs Q7557226.
- Solder_form sameAs Solder_form.
- Solder_form wasDerivedFrom Solder_form?oldid=554563911.
- Solder_form isPrimaryTopicOf Solder_form.