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Simuwave

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Simuwave

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A Simulink library for wavelet processing on 1-D signals

DerivFilter(h,g,rh,rg)
function [dh,dg,drh,drg] = DerivFilter(h,g,rh,rg)

% returns the derivatives filters related to h,g,rh,rg,d,rd.
% By convention, the z-transforms of the analysis filters are
% h(z) = z^d sum h[k+1]z^(-k) and g(z) = z^d sum g[k+1]z^(-k) 
% and, for reconstruction filters, the z-transform of rh and rg are
% rh(z) = z^rd sum rh[k+1]z^(-k) and rg(z) = z^rd sum rg[k+1]z^(-k).
% Similar conventions are use for the output filters.

% dd = d;
% drd = rd;
dh = conv(h,[1 1])/2;
[dg,r] = deconv(g,[1 -1]);
if abs(r) > 1e-14
	error('Hi pass analysis filter does not seem to be dividable');
	break
end
dg = 2*dg;
[drh,r]= deconv(rh,[1 1]);
if abs(r) > 1e-14
	error('Low pass reconstruction filter does not seem to be dividable');
	break
end
drh = 2*drh;
drg = conv(rg,[1 -1])/2;

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