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The aim is to develop a continuous-time framework for the analysis and synthesis of control systems, extending discrete-time results.

Continuous-time analysis, eigenstructure assignment, and H/sub 2/ synthesis with enhanced linear matrix inequalities (LMI) characterizations

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The aim is to develop a continuous-time framework for the analysis and synthesis of control systems, extending discrete-time results.
Introduced a continuous-time approach for control systems analysis and synthesis.
Applied transformations on Lyapunov variables and a reciprocal variant of the projection lemma.
Addressed multichannel H2 robust analysis and synthesis via improved LMI characterizations.
New LMI characterizations are less conservative compared to previous methods.
Simplified and tractable formulation for eigenstructure assignment problems with Lyapunov-type constraints.
Enhanced capabilities for handling complex control system challenges.

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Randomized trial finds new framework for control systems, suggesting less conservative LMI characterizations.

Apkarian et al. (2001) studied this question.

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