- In the
mathematical study of
rotational symmetry, the
zonal spherical harmonics are
special spherical harmonics that are
invariant under the rotation...
- varieties.
Hybrid zonals are
crosses between zonals and
either a
species or species-derived pelargonium.
There are
hundreds of
zonal cultivars available...
-
double coset space of S L ( 2 , R ) {\displaystyle SL(2,\mathbb {R} )} (see
Zonal spherical function).
Actually the
Fourier transform on L 1 ( G / / K ) {\displaystyle...
-
reference ellipsoid and with z-axis in the
direction of the
polar axis. The
zonal terms refer to
terms of the form: P n 0 ( sin θ ) r n + 1 n = 0 , 1 ,...
-
ancestors of the
hybrid line of
horticultural pelargoniums,
referred to as the
zonal group. They can
easily be
propagated by
seeds and cuttings. The generic...
- In mathematics, a
zonal spherical function or
often just
spherical function is a
function on a
locally compact group G with
compact subgroup K (often...
-
introduced along these lines,
whereas others reserved this
designation for the
zonal spherical harmonics that had
properly been
introduced by
Laplace and Legendre...
- Renzetti, G. (2014). "Satellite
orbital precessions caused by the
first odd
zonal J3
multipole of a non-spherical body
arbitrarily oriented in space". Astrophysics...
-
equatorial currents, the
distribution of the NEC and the SEC is not in
symmetry at the equator, but
slightly northward to the equator. This asymmetric...
- and
resulting PED
patterns will
generally still display the zone axis
symmetry. The
patterns obtained are also less
sensitive to the
thickness of the...
