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Constructing convex directions for stable polynomials
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DOI：10.1109/9.871774.png)
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Abstract
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New constructions of convex directions for Hurwitz-stable polynomials are obtained. The technique is based on interpretations of the phase-derivative conditions in terms of the sensitivity of the root-locus associated with the even and odd parts of a polynomial.
Keywords:
convex direction
polynomials
robust control
stability
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