fibration
Sign in to saveThe notion of a fibration generalizes the notion of a fiber bundle and plays an important role in algebraic topology, a branch of mathematics.
~12 min read
Article
20 sectionsContents
- Formal definitions
- Homotopy lifting property
- Fibration
- Serre fibration
- Quasifibration
- Examples
- Basic concepts
- Fiber homotopy equivalence
- Pullback fibration
- Pathspace fibration
- Properties
- Puppe sequence
- Principal fibration
- Long exact sequence of homotopy groups
- Hopf fibration
- Spectral sequence
- Orientability
- Euler characteristic
- See also
- References
The notion of a fibration generalizes the notion of a fiber bundle and plays an important role in algebraic topology, a branch of mathematics.
Fibrations are used, for example, in Postnikov systems or obstruction theory.
Connections
homotopy
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connected space
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spectral sequence
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International Standard Book Number
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digital object identifier
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OCLC, Inc.
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ring
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continuous function
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field
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JSTOR
Organization
isomorphism
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topological space
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Cambridge University Press
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algebraic topology
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homomorphism
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Euler characteristic
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fundamental group
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Princeton University Press
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homology
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commutative diagram
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