-
function and an anti-symmetric function. The
symmetrization of a
symmetric map is its double,
while the
symmetrization of an
alternating map is zero; similarly...
-
general case
where f {\displaystyle f} can be
recovered if both its
symmetrization and
antisymmetrization are
known is when n = 2 {\displaystyle n=2} and...
-
using the
Steiner symmetrization method (described below). From this many
other isoperimetric problems sprung and
other symmetrization algorithms. For example...
- are as
close to
equal as possible. This proof, as well as the
Zykov Symmetrization proof,
involve reducing to the case
where the
graph is a
complete multipartite...
-
bound the
empirical process rely on
symmetrization,
maximal and
concentration inequalities, and chaining.
Symmetrization is
usually the
first step of the...
- 2, ε-quadratic
forms are
equivalent to ε-symmetric forms: half the
symmetrization map (below)
gives an
explicit isomorphism. ε-symmetric
forms and ε-quadratic...
-
Contraction of
indices is
represented by
joining the
index lines together.
Symmetrization of
indices is
represented by a
thick zigzag or wavy bar
crossing the...
-
Voltage Symmetrization System (VSS) was
developed especially for
electric power networks with
great phase voltage unbalance. It is a three-phase system...
- In mathematics, a
Young symmetrizer is an
element of the
group algebra of the
symmetric group S n {\displaystyle S_{n}}
whose natural action on tensor...
- Nagel,
Federalism Beyond Federations:
Asymmetry and
Processes of Re-
symmetrization in
Europe (Aldershot: Ashgate, 2011), p. 39. R. Quinault, "Scots on...
