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//MAC-FARLANE PROBLEM for G=1/s^3;
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[P,r]=macglov(1/s^3);clean(P)
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//Optimal controller K:
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//K Optimal controller , ro = gamaopt^-2;
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[K,ro]=h_inf(P,r,0,1,30);
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// Check internal stability:
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Tzw=lft(tf2ss(P),tf2ss(K));
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[Acl,Bcl,Ccl,Dcl]=abcd(Tzw); spec(Acl)
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//Compare with gamaopt
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[N,M]=lcf(tf2ss(1/s^3)); //Left coprime factorization of G.