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- Fibration abstract "In topology, a branch of mathematics, a fibration is a generalization of the notion of a fiber bundle. A fiber bundle makes precise the idea of one topological space (called a fiber) being "parameterized" by another topological space (called a base). A fibration is like a fiber bundle, except that the fibers need not be the same space, rather they are just homotopy equivalent. Fibrations do not necessarily have the local Cartesian product structure that defines the more restricted fiber bundle case, but something weaker that still allows "sideways" movement from fiber to fiber. Fiber bundles have a particularly simple homotopy theory that allows topological information about the bundle to be inferred from information about one or both of these constituent spaces. A fibration satisfies an additional condition (the homotopy lifting property) guaranteeing that it will behave like a fiber bundle from the point of view of homotopy theory.".
- Fibration wikiPageID "316826".
- Fibration wikiPageRevisionID "605724846".
- Fibration hasPhotoCollection Fibration.
- Fibration subject Category:Algebraic_topology.
- Fibration subject Category:Category_theory.
- Fibration subject Category:Differential_topology.
- Fibration subject Category:Homotopy_theory.
- Fibration comment "In topology, a branch of mathematics, a fibration is a generalization of the notion of a fiber bundle. A fiber bundle makes precise the idea of one topological space (called a fiber) being "parameterized" by another topological space (called a base). A fibration is like a fiber bundle, except that the fibers need not be the same space, rather they are just homotopy equivalent.".
- Fibration label "Faserung".
- Fibration label "Fibration".
- Fibration label "Fibration".
- Fibration label "纤维化 (数学)".
- Fibration sameAs Faserung.
- Fibration sameAs Fibration.
- Fibration sameAs m.01tywy.
- Fibration sameAs Q493941.
- Fibration sameAs Q493941.
- Fibration wasDerivedFrom Fibration?oldid=605724846.
- Fibration isPrimaryTopicOf Fibration.