arXiv · 1805.01814
An Observable Canonical Form for a Rational System on a Variety
Abstract
An observable canonical form is formulated for the set of rational systems on a variety each of which is a single-input-single-output, affine in the input, and a minimal realization of its response map. The equivalence relation for the canonical form is defined by the condition that two equivalent systems have the same response map. A proof is provided that the defined form is well-defined canonical form. Special cases are discussed.
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Jana Nemcova, Jan H. van Schuppen. 2018-05-04. An Observable Canonical Form for a Rational System on a Variety. https://arxiv.org/abs/1805.01814
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