-
following commutative diagram shows the situation: : 66 A
fibration (also
called Hurewicz fibration) is a
mapping p : E → B {\displaystyle p\colon E\to B}...
-
quaternionic Hopf
Fibration, ncatlab.org. https://ncatlab.org/nlab/show/quaternionic+Hopf+
fibration Smith, Benjamin. "Benjamin H. Smith's Hopf
fibration notes" (PDF)...
-
fibred category, prestack. The dual of a
cartesian fibration is
called an op-
fibration; in particular, not a
cocartesian fibration. A
right fibration...
- In
algebraic topology, a G-
fibration or prin****l
fibration is a
generalization of a prin****l G-bundle, just as a
fibration is a
generalization of a fiber...
-
manifold approximate fibration is a
proper approximate fibration between manifolds. Some
authors believe that
manifold approximate fibrations are the "correct...
- specifically, in
differential topology, Ehresmann's
lemma or Ehresmann's
fibration theorem states that if a
smooth mapping f : M → N {\displaystyle f\colon...
-
varieties without a
minimal model.
Ample line
bundle Fiber bundle Fibration Quasi-
fibration Matsuki,
Kenji (2002),
Introduction to the Mori program, Universitext...
- A dark
fibre or
unlit fibre is an
unused optical fibre,
available for use in
fibre-optic communication. Dark
fibre may be
leased from a
network service...
- also
fails to be a
fibration. The
following is a
direct consequence of the
alternative definition of a
fibration using the
homotopy fibre: Theorem. Every...
-
especially homotopy theory, a
minimal fibration is used to
approximate fibrations between presheaves. A
minimal fibration has a
defining proprety that an equivalence...
