Simple Proof of Jury Test for Complex Polynomials

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概要

• 論文の詳細を見る

• Recently some attempts have been made in the literature to give simple proofs of Jury test for real polynomials. This letter presents a similar result for complex polynomials. A simple proof of Jury test for complex polynomials is provided based on the Rouchés Theorem and a single-parameter characterization of Schur stability property for complex polynomials.

著者

• CHOO Younseok

  Department of Electronic and Electrical Engineering, Hongik University

• KIM Dongmin

  Department of Electronic and Electrical Engineering, Hongik University

関連論文

• Simple Proof of Jury Test for Complex Polynomials
• Successive Computation of Transformation Matrices for Arbitrary Polynomial Transformation
• Simple Proof of Jury Test for Complex Polynomials
• Schur Stability of Convex Combinations of Complex Polynomials(Systems and Control)
• On the Property of a Discrete Impulse Response Gramian with Application to Model Reduction(Systems and Control)
• Further Results on Jury Test for Complex Polynomials
• Computing Transformation Matrix for 1-D to 2-D Polynomial Transformation

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