A realization theory for autonomous boundary-value linear systems

Abstract : A frequency-domain realization theory is developed for the class of autonomous- , but not necessarily stationary, boundary-value linear systems. It is shown that this realization problem, which consists of constructing autonomous boundary-value linear systems from prescribed weighting patterns, reduces to the factorization of several rational matrices in two variables having separable denominators. This factorization problem is examined and a method is given for constructing minimal factorizations for such rational matrices. The special case of stationary systems is also considered.
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Rapport
RR-1100, INRIA. 1989
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https://hal.inria.fr/inria-00075459
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Dernière modification le : vendredi 16 septembre 2016 - 15:11:39
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Ramine Nikoukhah. A realization theory for autonomous boundary-value linear systems. RR-1100, INRIA. 1989. 〈inria-00075459〉

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