Control System Synthesis Using BMI: Control Synthesis Applications
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Chung, Tae-Jin
(Space Development of Research Center)
Oh, Hak-Joon (Telematics Research Department) Chung, Chan-Soo (School of Electrical Engineering) |
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The simultaneous stabilization question of three linear systems is undecidable
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Mixed H₂/<TEX>$H_{\intfy}$</TEX> Optimization: A BMI Solution
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A gloal BMI algorithm based on the generalized benders decomposition
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Hardness of some linear control design problems
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DOI ScienceOn |
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New characterization of fixed-order controller based on LMI
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DOI ScienceOn |
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Static output feedback simultaneous stabilization: ILMI approach
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DOI ScienceOn |
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Control sysetm synthesis using BMI: Part I - a solver for BMI problems
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A linear matrix inequality approach to control
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DOI |
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Robust multiobjective LMI control design for systems with stricted perturbations
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The XY-algorithm for the dual LMI problem: A new approach to fixed-order control design
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DOI ScienceOn |
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Mixed control: Convex optimization approach
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DOI |
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Nonlinear programming approach to biaffine matrix inequalities problems in multiobjective and structured control
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A cone complementry linearization algorithm for output feedback and related problems
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DOI |
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Algorithms for reduced order robust control
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Multiobjective output-feedback control via LMI optimization
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DOI |
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19 |
Simultaneous stabilization and strong simultaneous stabilization of rtuple plants with d stability: a constrained optimization approach
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