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m lpcar2pf.m

function pf=lpcar2pf(ar,np) %LPCAR2PF Convert AR coefs to power spectrum PF=(AR,NP) % the power spectrum will contain np+2 points ranging from Dc to nyquist frequency % The routine is faster if NP+
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m lpcaa2dl.m

function dl=lpcaa2dl(aa) %LPCAA2DL LPC: Convert area coefficients to dct of log area DL=(AA) % note: we do not correct for sinc distortion; perhaps we should multiply by % k=1:p-1;s=[sqrt(0.5)/p
www.eeworm.com/read/372550/9503934

m lpcrf2is.m

function is=lpcrf2is(rf) %LPCRF2IS Convert reflection coefficients to inverse sines IS=(RF) % Copyright (C) Mike Brookes 1997 % % Last modified Tue May 12 16:18:54 1998 % % VOICE
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m lpcss2zz.m

function zz=lpcss2zz(ss) %LPCSS2ZZ Convert s-place poles to z-plane poles ZZ=(SS) %the s-plane is in units of Normalized Hz and so the imaginary part % of each ss() value is in the range +-0.5 %
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m irfft.m

function x=irfft(y,n) %IRFFT Inverse fft of a conjugate symmetric spectrum X=(Y,N) % Y contains FIX(1+N/2) complex samples from the spectrum: if argument N % is specified then Y will be truncate
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m sprintsi.m

function s=sprintsi(x,d,w) %SPRINTSI Print X with SI multiplier S=(X,D,W) % D is number of decimal places (+ve) or significant digits (-ve) [default=-3] % |W| is total width including multiplier %
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m lpccc2pf.m

function pf=lpccc2pf(cc,np,nc) %LPCCC2PF Convert complex cepstrum to power spectrum PF=(CC,NP,NC) % cc = complex cepstrum coefs % np+2 = number of frequency values 0 to nyquist (default: np=size(cc
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sin ref-add.sin

# Add this package to a list of references stored in a text file. # # Copyright (C) 2000 Free Software Foundation, Inc. # # This program is free software; you can redistribute it and/or modify it
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sin ref-del.sin

# Remove this package from a list of references stored in a text file. # # Copyright (C) 2000 Free Software Foundation, Inc. # # This program is free software; you can redistribute it and/or modif
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m4 aclocal.m4

# generated automatically by aclocal 1.7.6 -*- Autoconf -*- # Copyright (C) 1996, 1997, 1998, 1999, 2000, 2001, 2002 # Free Software Foundation, Inc. # This file is free software; the Free Software F