disp(' type: type contents ')

% generalized subspace, entropy methods, convex decompositions, etc.
%
% 
%     spectrum              = me(P,A,B,omega)  max-entropy spectrum (multivariable)
%    [omega_ss,residues_ss] = sm(P,A,B,m)      m dominant spectral lines (scalar)
%    [sqrtho,theta]         =envlp(P,A,B,theta,noiselevel)
%                                              envelop of lines (scalar)
%     spectrum              =car(P,A,B,omega)
%                                              mix of me+sm (multivariable)
%                                              emphasizes possible spectral lines
% 
% 
%
% [W,w,mineig,error]     =   commutant  (P,A,E)
%   sys                  =   its        (n,lambda)
% [A,b]                  = jordanfilter (n,lambdas)
% res(sys)
% [omega_ns,residues_ns] =   sm1        (y,sys,m,margin,ell)
% [omega_ss,residues_ss] =   sm2        (y,sys,m,margin,ell)
%
% [omega,residues]       =   absorb  (y,sys,m,margin,ell)
%
% [rho,rhoreal,theta]    =   env  (y,sys,theta_min,theta_max)
%
%   v                    =   vec        (M)
%
%
%%%%%%%%% Please send any questions/feedback/comments to: tryphon@umn.edu
%
% Tryphon T. Georgiou, Professor
% Department of Electrical and Computer Engineering
% 200 Union Street, SE
% University of Minnesota
% Minneapolis, MN 55455
% Tel. (612) 625-3303
% Fax. (612) 625-4583
% http://www.ece.umn.edu/users/georgiou
% http://www.ece.umn.edu/faculty/georgiou.html
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