代码搜索：FOUNDATION
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www.eeworm.com/read/449221/7516725
txt readme.txt
MSRC4Plugin v1.2.2 - Win32 - 8/16/2006
Copyright (C) 2003-2006 Sean E. Covel - All rights reserved
**********************************************************************
This program
www.eeworm.com/read/449218/7516731
txt readme.txt
AESV2Plugin v0.0.2 - Win32 - 5/21/2005
Copyright (C) 2003-2005 Sean E. Covel - All rights reserved
**********************************************************************
This program
www.eeworm.com/read/448350/7534357
m rnsubset.m
function m = rnsubset(k,n)
%RNSUBSET choose k distinct random integers from 1:n M=(K,N)
%
% Inputs:
%
% K is number of disinct integers required from the range 1:N
% N specifies the range
www.eeworm.com/read/448350/7534361
m frq2midi.m
function [n,t]=frq2midi(f)
%FRQ2MIDI Convert frequencies to musical note numbers [N,T]=(F)
% notes are numbered in semitones with middle C being 60
% Note 69 (the A above middle C) has a frequency
www.eeworm.com/read/448350/7534380
m permutes.m
function [p,s]=permutes(n)
%PERMUTES All N! permutations of 1:N + signatures [P,S]=(N)
% The output P is a matrix of size (N!,N) where each row
% contains a permutation of the numbers 1:N. The rows
www.eeworm.com/read/448350/7534384
m frq2erb.m
function erb = frq2erb(frq)
%FRQ2ERB Convert Hertz to ERB frequency scale ERB=(FRQ)
% erb = frq2erb(frq) converts a vector of frequencies (in Hz)
% to the corresponding values on the ERB-rate scal
www.eeworm.com/read/448350/7534406
m rotro2pl.m
function [u,v,t]=rotro2pl(r)
%ROTRO2PL find the plane and rotation angle of a rotation matrix [u,v,t]=r
% Inputs:
%
% R(n,n) Rotation matrix
%
% Outputs:
%
% U(n,1) and V(n,1) are or
www.eeworm.com/read/448350/7534411
m roteu2qr.m
function q=roteu2qr(m,t)
%ROTEU2QR converts a sequence of euler angles to a real unit quaternion
% Inputs:
%
% M(1,n) a string of n characters from the set {'x','y','z'}
% or,
www.eeworm.com/read/448350/7534412
m lpcbwexp.m
function arx=lpcbwexp(ar,bw)
%LPCBWEXP expand formant bandwidths of LPC filter ARX=(AR,BW)
%minimum bandwidth will be BW*fs where fs is the sampling frequency
%the radius of each pole will be multi