📄 sbcoef2.m
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function b = sbcoef2(c, s, n)
% SBCOEF2 Extract 2-D subband coefficients
% B = SBCOEF2(C, S, N)
%
% Input:
% [C, S]: wavelet decomposition structure (see WAVEDEC2)
% N: subband number, 0 for approximation,
% 1 for H(K), 2 for V(K), 3 for D(K), 4 for H(K-1), ...
% where K is number of wavelet decomposition levels
%
% Output:
% B: subband coefficents (in a vector)
if n == 0
b = c(1:s(1,1)*s(1,2));
else
q = floor((n-1) / 3);
r = n - 1 - 3*q;
length = s(q+2,1)*s(q+2,2);
first = s(1,1)*s(1,2) + 3*sum(s(2:q+1,1).*s(2:q+1,2)) + r*length + 1;
last = first + length - 1;
b = c(first:last);
end
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