Invariant Subspaces for LPV Systems and their Applications

Balas, Gary J.
Bokor, Jozsef
Szabo, Zoltan
2003-11

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Invariant Subspaces for LPV Systems and their Applications

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2003-11

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Institute of Electrical and Electronic Engineers

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The aim of this note is to extend the notion of invariant subspaces known in the geometric control theory of the linear time invariant systems to the linear parameter-varying (LPV) systems by introducing the concept of parameter-varying invariant subspaces. For LPV systems affine in their parameters, algorithms are given to compute many parameter varying subspaces relevant in the solution of state feedback and observer design problems.

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Balas, G., Bokor, J., and Szabo, Z. (2003). "Invariant Subspaces for LPV Systems and their Applications." IEEE Transactions on Automatic Control. 48(11), 2065-2069.

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Balas, Gary J.; Bokor, Jozsef; Szabo, Zoltan. (2003). Invariant Subspaces for LPV Systems and their Applications. Retrieved from the University Digital Conservancy, https://hdl.handle.net/11299/37266.

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