📄 sbpdf.m
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function [alpha, beta, K] = sbpdf(m1, m2)
% SBPDF Estimate generalized Gaussian pdf of an wavelet subband
%
% Input:
% m1: average absolute values of subband coefficients
% m2: variances of subband coefficients
%
% Output:
% alpha, beta, K: paramaters of generalized Gaussian p.d.f.
% f(x) = K * exp(-(abs(x) / alpha)^beta)
% beta = F^(-1)(m1^2 / m2);
% alpha = m1 * gamma(1/beta) / gamma(2/beta);
% K = beta / (2 * alpha * gamma(1/beta);
F = sprintf('fbeta(x) - %g', m1^2 / m2);
try
beta = fzero(F, [.01, 5]);
catch
warning('m1^2 / m2 is out of the expected range');
if (m1^2 / m2) > fbeta(5)
beta = 5;
else
beta = 0.01;
end
end
alpha = m1 * exp(gammaln(1/beta) - gammaln(2/beta));
if nargout > 2
K = beta / (2 * alpha * gamma(1/beta));
end
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