- In mathematics,
codimension is a
basic geometric idea that
applies to
subspaces in
vector spaces, to
submanifolds in manifolds, and
suitable subsets of...
- bundle, so it
cannot immerse in
codimension 0 (in R2{\displaystyle \mathbb {R} ^{2}}),
though it
embeds in
codimension 1 (in R3{\displaystyle \mathbb {R}...
- The
codimension of a
bifurcation is the
number of
parameters which must be
varied for the
bifurcation to occur. This
corresponds to the
codimension of...
- In
algebraic geometry,
divisors are a
generalization of
codimension-1
subvarieties of
algebraic varieties. Two
different generalizations are in common...
-
between a
subspace and its
ambient space is
known as its
codimension. A
hyperplane has
codimension 1. In geometry, a
hyperplane of an n-dimensional space...
- the
middle dimension has
codimension more than 2: when the
codimension is 2, one
encounters knot theory, but when the
codimension is more than 2, embedding...
- Cross-polytope
Simplex Hyperpyramid Dimensions by
number Zero One Two
Three Four Five Six
Seven Eight n-dimensions See also
Hyperspace Codimension Category...
- or
those of all
prime ideals. The
height is also
sometimes called the
codimension, rank, or
altitude of a
prime ideal. In a
Noetherian ring,
every prime...
- is
called the
dimension of the
foliation and q = n − p is
called its
codimension. In some
papers on
general relativity by
mathematical physicists, the...
- Cross-polytope
Simplex Hyperpyramid Dimensions by
number Zero One Two
Three Four Five Six
Seven Eight n-dimensions See also
Hyperspace Codimension Category...
