- a
field of mathematics, a
normal bundle is a
particular kind of
vector bundle,
complementary to the
tangent bundle, and
coming from an
embedding (or...
-
compressors for CLI ****embly files: .NETZ
NsPack Mpress HASP
Envelope dotBundle Exepack.NET
DotProtect:
Commercial protector/packer for .net and mono. Features...
- In mathematics, the
dot product or
scalar product is an
algebraic operation that
takes two equal-length
sequences of
numbers (usually
coordinate vectors)...
- 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...
-
differential topology, the jet
bundle is a
certain construction that
makes a new
smooth fiber bundle out of a
given smooth fiber bundle. It
makes it
possible to...
-
canonical bundle of a non-singular
algebraic variety V {\displaystyle V} of
dimension n {\displaystyle n} over a
field is the line
bundle Ω n = ω {\displaystyle...
-
gauge theory, a
connection on a
fiber bundle is a
device that
defines a
notion of
parallel transport on the
bundle; that is, a way to "connect" or identify...
- R-action on the
tangent bundle TM of a
manifold M
defined in the
following way G t ( V ) = γ ˙ V ( t ) {\displaystyle G^{t}(V)={\
dot {\gamma }}_{V}(t)} where...
- be
extended to an
arbitrary vector bundle, and to some prin****l
fiber bundles. This
metric is
often called a
bundle metric, or
fibre metric. If M is a...
- In mathematics, a
holomorphic vector bundle is a
complex vector bundle over a
complex manifold X such that the
total space E is a
complex manifold and...
