📄 expl12_4.m
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% Example of a Generalized eigenvalue problem (upper bound on mu)
%
% Copyright 1996-2003 Sigurd Skogestad & Ian Postlethwaite
% $Id: Muup_LMI.m,v 1 2004/26/04 kariwala Exp $
% Delta: Structured matrix with 2 x 2 block and a repeated scalar
M = randn(4,4);
setlmis([])
P = lmivar(1,[2 0;2 1]); % Structured matrix that commutes with Delta
gamma = lmivar(1,[1 1]);
Ppos = newlmi; % New LMI
lmiterm([-Ppos 1 1 P],1,1) % P > 0
MuupLMI = newlmi; % New LMI
lmiterm([MuupLMI 1 1 P],M',M) % M'PM (left hand side)
lmiterm([-MuupLMI 1 1 P],1,1) % P (right hand side)
LMIsys = getlmis; % Obtaining the system of LMIs
[gmin,xopt] = gevp(LMIsys,1); % Solving the minimization problem
Popt = dec2mat(LMIsys,xopt,P); % Obtaining the optimal P
Dopt = sqrtm(Popt); % and scaling matrices
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