The static output feedback stabilization problem as a concave-convex programming problem

Abstract

It is shown that the static output feedback stabilization problem for linear multi-input single-output (MISO) systems can be posed as a concave-convex programming problem. This allows the potential design of minimization algorithms yielding a stabilizing static output feedback gain, if it exists, or showing that the problem is not solvable at all.

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Cite this paper

@inproceedings{Astolfi2004TheSO, title={The static output feedback stabilization problem as a concave-convex programming problem}, author={Alessandro Astolfi and Patrizio Colaneri}, year={2004} }