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Hermite, Lienard-Chipart, Markov matrices and the controllability gramians

机译：Hermite，Lienard-Chipart，Markov矩阵和可控语法

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The computation of the controllability gramian associated with a real polynomial f(s) is considered. It is shown that the inverses of the matrices arising in the Hermite, Lienard-Chipart and Markov criteria can be represented as the controllability gramian of 1/f(s). The corresponding state-space realizations are also established.

机译：考虑了与实多项式f（s）相关联的可控制语法的计算。结果表明，在Hermite，Lienard-Chipart和Markov准则中出现的矩阵的逆可以表示为1 / f（s）的可控制性。还建立了相应的状态空间实现。

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《》|1992年|P.191-196|共6页
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Wu; Q.-H.; Mansour; M.;
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中图分类无线电电子学、电信技术;
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Hermite, Lienard-Chipart, Markov matrices and the controllability gramians

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