Stability properties of a class of positive switched systems with rank one difference


Given a single-input continuous-time positive system, described by a pair (A,b), with A a diagonal matrix, we investigate under what conditions there exists a state-feedback law u(t) = c>x(t) that makes the resulting controlled system positive and asymptotically stable, by this meaning that A + bc> is Metzler and Hurwitz. In the second part of this note we… (More)
DOI: 10.1016/j.sysconle.2013.10.008


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