No BSD License
-
SHRotate(r, degree)
Rotation Matrices for Real Spherical Harmonics. Direct Determination by Recursion
-
angular_correlation(coeff_u,c...
Angular correlation between spherical harmonics profiles
-
compute_GA(coeffs)
COMPUTE_GA computes generalized anisotropy of a spherical profile
-
compute_Ylm(L, M, THETA, PHI)
Evaluate the spherical harmonic function of degree l and order m
-
compute_magnitude(coeff, degr...
Compute the magnitude of spherical harmonics coefficients at each band
-
construct_SH_basis (degree, s...
Construct spherical harmonics basis matrix at specified points.
-
construct_basis_from_grid(deg...
Construct spherical harmonics basis evaluated at grid points
-
find_peaks(coeff, init_pos)
Search the peaks of a spherical function represented by SH coefficients
-
real_spherical_harmonics(angl...
Given a real-valued spherical function represented by spherical harmonics coefficients,
-
rotate_coeff(src, rotation, d...
-
test_rotation.m
-
View all files
from
Real-Valued Spherical Harmonics
by Bing Jian
some useful spherical harmonics routines
|
| compute_GA(coeffs)
|
%% COMPUTE_GA computes generalized anisotropy of a spherical profile
%% represented by spherical harmonics expansion
%% References:
%% [1] Evren Ozarslan's PhD Thesis, See equations (4.17-18), (4.23-25)
%% [2] http://en.wikipedia.org/wiki/Spherical_harmonics
%% Example:
%% [GA] = compute_GA(coeffs);
function [GA] = compute_GA(coeffs)
%%=============================================================
%% Project: Spherical Harmonics
%% Module: $RCSfile: compute_GA.m,v $
%% Language: MATLAB
%% Author: $Author: bjian $
%% Date: $Date: 2007/12/27 06:23:35 $
%% Version: $Revision: 1.3 $
%%=============================================================
%% this formula works for both real and complex coefficients
V = sum(norm(coeffs(2:end))^2)/(9*norm(coeffs(1))^2+eps);
epsV = 1+1/(1+5000*V);
GA = 1 - 1/(1+power(250*V, epsV));
|
|
Contact us at files@mathworks.com