📄 covm1d_appe.m
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function covm=covm1D_appe(n,flt,pflt,maxlevel)
%covm=covm1D_appe(n,flt,pflt,maxlevel)
%
% This function computes covariance matrix of 1-dimensional multiwavelet
% transform with critically sampled preprocessing. Boundaries are handled by
% periodic extension. For details see [SW].
%
% Input:
% maxlevel integer, number of levels of decomposition
% pflt string of characters, name of the prefilter;
% for possible names and short descriptions see coef_prep.m
% flt string of characters, name of the filter;
% for possible names and short descriptions see coef.m
% n integer, length of the intended input signal;
% n must be of the form integer*r*2^maxlevel;
% r is the number of scaling functions
%
% Output:
% covm n by n real array, covariance matrix of the transform
%
% Example of Usage:
% covm=covm1D_appe(256,'ghm','ghmap',3)
% Author: Vasily Strela
% COPYRIGHT 1997,98 by Vasily Strela
[L,H]=coef(flt);
nf=length(L(:,1));
vs=diag(ones(1,n));
covm=zeros(n,n);
for i=1:n
fp=prep1D_appe(vs(i,:),pflt);
transf=dec1D_pe(fp,flt,maxlevel);
for j=1:round(n/nf)
covm(nf*(j-1)+1:nf*j,i)=transf(:,j);
end
end
covm=covm*covm';
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