. . . . "H-nekone\u010Dno n\u00E1vrh s voln\u00FDm p\u0159i\u0159azen\u00EDm vlastn\u00EDch \u010D\u00EDsel"@cs . "H-nekone\u010Dno n\u00E1vrh s voln\u00FDm p\u0159i\u0159azen\u00EDm vlastn\u00EDch \u010D\u00EDsel"@cs . . "\u0160ebek, Michael" . . . "291;299" . . . "Hinf Design with Loose Eigenstructure Assignment - A rank-one LMI approach"@en . "P(GA102/05/0011)" . . "9"^^ . "21230" . "41" . "RIV/68407700:21230/05:03108166" . "0453-4654" . "Transactions of the Society of Instrument and Control Engineers" . "LMI; eigenstructure assignment; multiobjective control; rank constraint; transient rsponse shaping"@en . "523335" . "4" . "H-nekone\u010Dno n\u00E1vrh s voln\u00FDm p\u0159i\u0159azen\u00EDm vlastn\u00EDch \u010D\u00EDsel"@cs . "This paper proposes a design technique for state-feedback Hinf control with transient response shaping. A %22loose%22 eigenstructure assignment is proposed, in which closed-loop eigenvalues (poles) and eigenvectors are assigned in specified eigenvalue regions and eigenvector cones respectively. This regional eigenstructure assignment problem is reduces to a rank-one LMI problem, and easily combined with Hinf control by means of enhanced LMI characterization."@en . . "3"^^ . . "JP - Japonsko" . "RIV/68407700:21230/05:03108166!RIV08-GA0-21230___" . "Satoh, A." . "This paper proposes a design technique for state-feedback Hinf control with transient response shaping. A %22loose%22 eigenstructure assignment is proposed, in which closed-loop eigenvalues (poles) and eigenvectors are assigned in specified eigenvalue regions and eigenvector cones respectively. This regional eigenstructure assignment problem is reduces to a rank-one LMI problem, and easily combined with Hinf control by means of enhanced LMI characterization." . "Hinf Design with Loose Eigenstructure Assignment - A rank-one LMI approach" . . . "[0BA31D5BA18B]" . "Hinf Design with Loose Eigenstructure Assignment - A rank-one LMI approach" . "1"^^ . . "Sugimoto, K." . . . "Hinf Design with Loose Eigenstructure Assignment - A rank-one LMI approach"@en .