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- Pushforward_(differential) abstract "Suppose that φ : M → N is a smooth map between smooth manifolds; then the differential of φ at a point x is, in some sense, the best linear approximation of φ near x. It can be viewed as a generalization of the total derivative of ordinary calculus. Explicitly, it is a linear map from the tangent space of M at x to the tangent space of N at φ(x). Hence it can be used to push tangent vectors on M forward to tangent vectors on N.The differential of a map φ is also called, by various authors, the derivative or total derivative of φ, and is sometimes itself called the pushforward.".
- Pushforward_(differential) thumbnail Pushforward.svg?width=300.
- Pushforward_(differential) wikiPageID "1558510".
- Pushforward_(differential) wikiPageRevisionID "595061767".
- Pushforward_(differential) hasPhotoCollection Pushforward_(differential).
- Pushforward_(differential) subject Category:Differential_geometry.
- Pushforward_(differential) subject Category:Generalizations_of_the_derivative.
- Pushforward_(differential) subject Category:Smooth_functions.
- Pushforward_(differential) type Abstraction100002137.
- Pushforward_(differential) type Association105763916.
- Pushforward_(differential) type BasicCognitiveProcess105701944.
- Pushforward_(differential) type Cognition100023271.
- Pushforward_(differential) type Colligation105764197.
- Pushforward_(differential) type Function113783816.
- Pushforward_(differential) type Generalization105774415.
- Pushforward_(differential) type GeneralizationsOfTheDerivative.
- Pushforward_(differential) type MathematicalRelation113783581.
- Pushforward_(differential) type Memory105760202.
- Pushforward_(differential) type Process105701363.
- Pushforward_(differential) type PsychologicalFeature100023100.
- Pushforward_(differential) type Relation100031921.
- Pushforward_(differential) type SmoothFunctions.
- Pushforward_(differential) comment "Suppose that φ : M → N is a smooth map between smooth manifolds; then the differential of φ at a point x is, in some sense, the best linear approximation of φ near x. It can be viewed as a generalization of the total derivative of ordinary calculus. Explicitly, it is a linear map from the tangent space of M at x to the tangent space of N at φ(x).".
- Pushforward_(differential) label "Aplicación progrediente".
- Pushforward_(differential) label "Odwzorowanie styczne".
- Pushforward_(differential) label "Pushforward (differential)".
- Pushforward_(differential) label "Pushforward".
- Pushforward_(differential) label "Дифференциал (дифференциальная геометрия)".
- Pushforward_(differential) label "前推 (微分)".
- Pushforward_(differential) sameAs Pushforward.
- Pushforward_(differential) sameAs Aplicación_progrediente.
- Pushforward_(differential) sameAs 미분사상.
- Pushforward_(differential) sameAs Odwzorowanie_styczne.
- Pushforward_(differential) sameAs m.05b8d3.
- Pushforward_(differential) sameAs Q1969983.
- Pushforward_(differential) sameAs Q1969983.
- Pushforward_(differential) sameAs Pushforward_(differential).
- Pushforward_(differential) wasDerivedFrom Pushforward_(differential)?oldid=595061767.
- Pushforward_(differential) depiction Pushforward.svg.
- Pushforward_(differential) isPrimaryTopicOf Pushforward_(differential).