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Qué (quién) es zonal spherical function - definición
Zonal spherical function
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 a maximal compact subgroup) that arises as the matrix coefficient of a K-invariant vector in an irreducible representation of G. The key examples are the matrix coefficients of the spherical principal series, the irreducible representations appearing in the decomposition of the unitary representation of G on L2(G/K).
Zonal spherical harmonics
SPHERICAL HARMONICS THAT ARE INVARIANT UNDER THE ROTATION THROUGH A PARTICULAR FIXED AXIS
Zonal spherical harmonic; Zonal harmonic; Zonal harmonics
In the mathematical study of rotational symmetry, the zonal spherical harmonics are special spherical harmonics that are invariant under the rotation through a particular fixed axis. The zonal spherical functions are a broad extension of the notion of zonal spherical harmonics to allow for a more general symmetry group.
2017–18 Zonal T20 League
CRICKET TOURNAMENT
2017-18 Zonal T20 League
2017–18 Zonal T20 League was a Twenty20 cricket competition in India. It was played from 7 to 16 January 2018.
