📄 mkfilt.m
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function [H_zero,F_zero,H_one,F_one] = mkfilt(c_c,c_u,c_c_min,c_c_max,c_u_min,c_u_max)
%$Id: mkfilt.m,v 1.1.1.1 2000/10/16 09:30:40 mattb Exp $
%===========================================================================
% Matt Bowers - University of Bath
%
% Copyright (c) 1998
%===========================================================================
%
% Construct analysis and synthesis filters from wavelet coefficients 'cc' and
% 'cu'
%
% Arguements:
% c_c 'cc' coefficients
% c_u 'cu' coefficients
% c_c_min }
% c_c_max } these are the min and max filter tap numbers for c_c and c_u
% c_u_min }
% c_u_max }
%
% Returns:
% H_zero low band analysis filter
% H_one high band analysis filter
% F_zero low band synthesis filter
% F_one high band synthesis filter
%
%===========================================================================
% MATLAB v5 Specific -- the 'logical' keyword is not available in MATLAB v4
H_zero = c_c';
% Reverse order
%
F_zero = c_u(:,length(c_u):-1:1)';
H_one = F_zero;
% Change sign of odd numbered taps
%
H_one(logical(abs(rem([c_u_max:-1:c_u_min],2)))) = ...
-H_one(logical(abs(rem([c_u_max:-1:c_u_min],2))));
F_one = H_zero;
% Change sign of even numbered taps
%
F_one(~rem([c_c_min:c_c_max],2)) = -F_one(~rem([c_c_min:c_c_max],2));
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