- the
bundle; that is, a way to "connect" or
identify fibers over
nearby points. A prin****l G-connection on a prin****l G-
bundle P {\displaystyle
P} over...
-
Cartesian product, a prin****l
bundle P {\displaystyle
P} is
equipped with An
action of G {\displaystyle G} on
P {\displaystyle
P} ,
analogous to ( x , g )...
-
projective bundle is a
fiber bundle whose fibers are
projective spaces. By definition, a
scheme X over a
Noetherian scheme S is a Pn-
bundle if it is locally...
- In mathematics, a
bundle is a
generalization of a
fiber bundle dropping the
condition of a
local product structure. The
requirement of a
local product...
-
theory of
fiber bundles with a
structure group G {\displaystyle G} (a
topological group)
allows an
operation of
creating an ****ociated
bundle, in
which the...
- In mathematics, the
tautological bundle is a
vector bundle occurring over a Gr****mannian in a
natural tautological way: for a Gr****mannian of k {\displaystyle...
- In mathematics, and
particularly topology, a
fiber bundle (Commonwealth English:
fibre bundle) is a
space that is
locally a
product space, but globally...
- In mathematics, a
vector bundle is a
topological construction that
makes precise the idea of a
family of
vector spaces parameterized by
another space X...
- mathematics, a
pullback bundle or
induced bundle is the
fiber bundle that is
induced by a map of its base-space.
Given a
fiber bundle π : E → B and a continuous...
- In mathematics, a
frame bundle is a prin****l
fiber bundle F ( E ) {\displaystyle F(E)} ****ociated with any
vector bundle E {\displaystyle E} . The fiber...
