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Multidimensional Systems: BIBO Stability Test Based on Functional Schur Coefficients

机译:多维系统:基于功能Schur系数的BIBO稳定性测试

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摘要

This paper presents a multidimensional extension of the Schur驴Cohn algorithm for testing BIBO stability in $N$ variables. This new method only needs a unique condition to be checked, as an alternative to the set of $N$ conditions of the well-known Huang-Jury-Anderson stability test. The proposed algorithm is based on a generalization of the Schur coefficients recently obtained by the authors. In the two-variable case a simplification to the Sturm algorithm is presented, which can also be used in the case of a polynomial with complex coefficients. This approach is illustrated on several numerical examples.
机译:本文介绍了用于测试$ N $变量中BIBO稳定性的SchurKEYCohn算法的多维扩展。这种新方法只需要检查一个独特的条件即可替代著名的Huang-Jury-Anderson稳定性测试的$ N $条件集。该算法基于作者最近获得的Schur系数的一般化。在二变量情况下,给出了对Sturm算法的简化,它也可以用于具有复数系数的多项式的情况。在几个数值示例中说明了这种方法。

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