Single-Shot Evaluation of Stability Hypercube and Hyperball in Polynomial Coefficient Space

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概要

• 論文の詳細を見る

• A quick evaluation method is proposed to obtain stability robustness measures in polynomial coefficient space based on knowledge of coefficients of a Hurwitz stable nominal polynomial. Two norms are employed: l^∞-and l^2-norm, which correspond to the stability hypercube and hyperball in the space, respectively. Just inverting Hurwitz matrix for the nominal polynomial immediately yields closed-form estimates for the size of the hypercube and hyperball.

• 社団法人電子情報通信学会の論文
• 1993-11-25

著者

• Kokame Hideki

  The Department Of Electrical & Electronic Systems Osaka Prefecture University

• Kokame Hideki

  The Department Of Electrical Engineering Osaka Institute Of Technology

• Mori Takehiro

  The Department Of Electronics & Information Science Kyoto Institute Of Technoligy

• Mori Takehiro

  The Department Of Electronics And Information Science Kyoto Institute Of Technology

関連論文

• Note on Stability-Preserving Perturbations in Linear State Space Models
• Stability Margin Estimation for Real Schur Polynomials via Established Stability Tests
• Single-Shot Evaluation of Stability Hypercube and Hyperball in Polynomial Coefficient Space

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