- In mathematics,
symmetrization is a
process that
converts any
function in n {\displaystyle n}
variables to a
symmetric function in n {\displaystyle n}...
- (B)=\operatorname {vol} (A)} and
centered at the origin. B is
called the
symmetrized version of A,
usually denoted A ∗ {\displaystyle A^{*}} .
These algorithms...
- it can be
brought to the
symmetrized (anti-
symmetrized) form by
operators S {\displaystyle {\mathcal {S}}} for
symmetrizer, and A {\displaystyle {\mathcal...
- (metric),
since the
symmetrized divergence does not
satisfy the
triangle inequality.
Numerous references to
earlier uses of the
symmetrized divergence and...
- spin). The
above N-particle
function must
either be
symmetrized (in the
bosonic case) or anti-
symmetrized (in the
fermionic case) with
respect to the particle...
- Nagel,
Federalism Beyond Federations:
Asymmetry and
Processes of Re-
symmetrization in
Europe (Aldershot: Ashgate, 2011), p. 39. R. Quinault, "Scots on...
- out that
there is a
connection between the
empirical and the
following symmetrized process: f ↦ P n 0 f = 1 n ∑ i = 1 n ε i f ( X i ) {\displaystyle f\mapsto...
- 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...
-
identical particles are bosons, the n-particle
states are
vectors in a
symmetrized tensor product of n single-particle
Hilbert spaces H. If the identical...
-
difference in the
results - for
simple graphs, the
symmetrized graph still needs to be
simple with its
symmetrized adjacency matrix having only logical, not numerical...
