📄 iwavelet1.m
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function x=iwavelet1(y,Nwts,win)
% x=iwavelet1(y,Nwts,win)
%
% Inverse wavelet transform - recovers wavelet1 input vector.
%
% Inputs:
% y =down-sampled column vectors - output of wavelet1.
% y(:,1)=low freq., Y(:,2)=next, etc.
% y has Ns columns, where Ns=2^(# stages in wavelet trans.).
% Nwts =number of weights used in execution of qmf.
% win =window used in qmf.
%
% Output:
% x = recovered signal (input to wavtraqns1) in a column vector.
% See also: iwavelet1, wavelet2, iwavelet2, qmf, iqmf
% Check for errors.
[M,Ns]=size(y); %Ns =# cols (signal bands) in y
Nstgs=fix(log2(Ns)); %Nstgs =# stages in decomposition
if Ns~=2^Nstgs,
error('Input error: # columns in y must be a power of 2.');
end
L=M; %L =stage signal length
u=y; %u is initially y
for stg=Nstgs:-1:1, %for stages Nstgs,...,2,1
Nf=2^(stg-1); %Nf =# iqmf's in this stage
x=zeros(2*L,Nf); %x will =recovered stage input
for i=1:Nf,
c=2*i-1:2*i; %c =2 cols. in stage output
if 2*fix(i/2)==i,
u(:,c)=u(:,rev(c)); %if i is even, reverse cols. of u
end
x(:,i)=iqmf(u(:,c),Nwts,win); %x =ith col. in stage input
end
L=2*L; %L =twice previous L
u=x;
end
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