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In mathematics, symmetrization is a process that converts any function in variables to a symmetric function in variables.
Similarly, antisymmetrization converts any function in variables into an antisymmetric function.
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...
using the Steiner symmetrization method (described below). From this many other isoperimetric problems sprung and other symmetrization algorithms. For example...
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...
In mathematics, a Young symmetrizer is an element of the group algebra of the symmetric group, constructed in such a way that, for the homomorphism from...
In mathematics, the isoperimetric inequality is a geometric inequality involving the perimeter of a set and its volume. In n {\displaystyle n} -dimensional...
Voltage Symmetrization System (VSS) was developed especially for electric power networks with great phase voltage unbalance. It is a three-phase system...
Nagel, Federalism Beyond Federations: Asymmetry and Processes of Re-symmetrization in Europe (Aldershot: Ashgate, 2011), p. 39. R. Quinault, "Scots on...
Contraction of indices is represented by joining the index lines together. Symmetrization of indices is represented by a thick zig-zag or wavy bar crossing the...
using a symmetrized/antisymmetrized wavefunction and that independent treatment of these wavefunctions gives the same result. Hence the symmetrization postulate...
that the quarks are eight components of a single particle, so the anti-symmetrization applies to all the quarks. A simpler approach is to consider the eight...
and can't be described with Schrödinger mechanics). When symmetrization or anti-symmetrization is unnecessary, N-particle spaces of states can be obtained...
redundant names of the same quantum many-body state. So the symmetrization (or anti-symmetrization) must be introduced to eliminate this redundancy in the...
U_{ijk\dots }=U_{(ij)k\dots }+U_{[ij]k\dots }.} A shorthand notation for anti-symmetrization is denoted by a pair of square brackets. For example, in arbitrary dimensions...
estimator of the population pseudo-median, which is the median of a symmetrized distribution and which is close to the population median. The Hodges–Lehmann...
semicolon represents a covariant derivative, and the brackets denote anti-symmetrization. The first equation asserts that the 4-divergence of the 2-form F is...
{\textstyle s} , this would only be true in the absence of symmetrization postulate. Due to the symmetrization postulate, the choice of s {\textstyle s} will influence...
Deilamian, K.; et al. (1995). "Search for small violations of the symmetrization postulate in an excited state of Helium". Phys. Rev. Lett. 74 (24):...
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