An orthogonal method for the controllable subspace of a periodic system

Sreedhar, J.;Van Dooren, Paul
(1993) 1993 Conference on Information Sciences & Systems — Location: Baltimore, USA

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  • Sreedhar, J.UIUC
    Author
  • Van Dooren, PaulUCLouvain
    Author
Abstract
We describe a method for computing the controllable subspace of a linear periodic discrete time system. The method is based on the ordered periodic Schur form [1] of a matrix sequence A i ; i = 0; : : : ; K Gamma1, and proceeds by reducing the state equation to a convenient form in which the controllable/uncontrollable states are clearly displayed. Its attractive features are simplicity, numerical accuracy and stability.
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Sreedhar, J., & Van Dooren, P. (1993). An orthogonal method for the controllable subspace of a periodic system. 1993 Conference on Information Sciences & Systems, Baltimore, USA. https://hdl.handle.net/2078.5/219268