function tfrparam(method);%TFRPARAM Return the paramaters needed to display (or save) this TFR.%	TFRPARAM(METHOD) returns on the screen the meaning of the%	parameters P1..P5 used in the files TFRQVIEW, TFRVIEW and TFRSAVE,%	to view or save a time-frequency representation.%%	METHOD : chosen representation (name of the corresponding M-file).   %%	Example : %	 tfrparam('tfrspwv');%%	See also TFRQVIEW, TFRVIEW, TFRPARAM.%	O. Lemoine, June 1996.%	Copyright (c) 1996 by CNRS (France).%%	------------------- CONFIDENTIAL PROGRAM -------------------- %	This program can not be used without the authorization of its%	author(s). For any comment or bug report, please send e-mail to %	f.auger@ieee.orgmethod=upper(method);disp(' ');if strcmp(method,'TFRWV') | strcmp(method,'TFRMH') | ...   strcmp(method,'TFRPAGE'),disp('No parameter needed');elseif strcmp(method,'TFRPWV'  )|strcmp(method,'TFRPMH'  )| ...       strcmp(method,'TFRSP'   )|strcmp(method,'TFRPPAGE')| ...       strcmp(method,'TFRRSP'  )|strcmp(method,'TFRRPPAG')| ...       strcmp(method,'TFRRPWV' )|strcmp(method,'TFRRPMH' )| ...       strcmp(method,'TFRSTFT'),disp('P1 : frequency smoothing window (odd length, column vector)');elseif strcmp(method,'TFRSPWV' ) | strcmp(method,'TFRMHS' )| ...       strcmp(method,'TFRRSPWV') | strcmp(method,'TFRRMHS')| ...       strcmp(method,'TFRRIDBN') | strcmp(method,'TFRZAM' )| ...       strcmp(method,'TFRBJ'   ) | strcmp(method,'TFRRIDB')| ...       strcmp(method,'TFRRIDH' ) | strcmp(method,'TFRRIDT'),disp('P1 : time      smoothing window (odd length, column vector)');disp('P2 : frequency smoothing window (odd length, column vector)');elseif strcmp(method,'TFRMMCE'),disp('P1 : matrix of frequency smoothing windows (each column is a ');disp('     unit energy smoothing window with odd length)'); elseif strcmp(method,'TFRCW' ) | strcmp(method,'TFRBUD'),disp('P1 : time      smoothing window (odd length, column vector)');disp('P2 : frequency smoothing window (odd length, column vector)');disp('P3 : kernel width (strictly positive scalar)');elseif strcmp(method,'TFRGRD')disp('P1 : time      smoothing window (odd length, column vector)');disp('P2 : frequency smoothing window (odd length, column vector)');disp('P3 : kernel width (strictly positive scalar)');disp('P4 : dissymmetry ratio (strictly positive scalar)');elseif strcmp(method,'TFRMSC' ) | strcmp(method,'TFRRMSC' )disp('P1 : time-bandwidth product of the mother wavelet (positive scalar)');elseif strcmp(method,'TFRRGAB' )disp('P1 : length of the gaussian window (positive scalar)');elseif strcmp(method,'TFRDFLA' ) | strcmp(method,'TFRUNTER' )| ...       strcmp(method,'TFRBERT'  ),disp('P1 : number of Mellin points (strictly positive scalar)');disp('P2 : vector of normalized frequencies (geometrically sampled)');elseif strcmp(method,'TFRSCALO'),disp('P1 : half length of the Morlet analyzing wavelet at coarsest scale');disp('     If P1 = 0, the Mexican hat wavelet is used');disp('P2 : number of Mellin points (strictly positive scalar)');disp('P3 : vector of normalized frequencies (geometrically sampled)');elseif strcmp(method,'TFRASPW'),disp('P1 : half length of the Morlet analyzing wavelet at coarsest scale');disp('P2 : half length of the time smoothing window (positive scalar)');disp('P3 : number of Mellin points (strictly positive scalar)');disp('P4 : vector of normalized frequencies (geometrically sampled)');elseif strcmp(method,'TFRSPAW'),disp('P1 : K variable of the SP affine Wigner distribution (scalar)');disp('P2 : half length of the Morlet analyzing wavelet at coarsest scale.');disp('P3 : half length of the time smoothing window (positive scalar)');disp('P4 : number of Mellin points (strictly positive scalar)');disp('P5 : vector of normalized frequencies (geometrically sampled)');elseif strcmp(method,'TFRGABOR'),disp('P1 : number of Gabor coefficients in time (strictly positive integer)');disp('P2 : degree of oversampling (strictly positive integer)');disp('P3 : synthesis window (odd length, column vector)');end;disp(' ');