fibration
C29386
concept
A fibration is a structure-preserving map between spaces (often in topology or category theory) that behaves like a fiber bundle, allowing one to consistently view the domain as being “fibered” over the codomain.
Observed surface forms (6)
- circle bundle ×1
- fiber bundle ×1
- fiber bundle (up to singular fibers) ×1
- fibration in topology ×1
- principal bundle ×1
- type of fibration ×1
Instances (6)
- Milnor fibration
- Lefschetz fibration via concept surface "fibration in topology"
- Hopf fibration via concept surface "fiber bundle"
- Hitchin fibration
- Serre fibration via concept surface "type of fibration"
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Seifert fibered spaces
via concept surface "fiber bundle (up to singular fibers)"
surface form: Seifert fibered space