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Generalized Spectral Factorization Problem for Discrete Time Polynomial Matrices Via Quadratic Difference Forms

机译：基于二次差分形式的离散时间多项式矩阵的广义谱分解问题

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Osamu Kaneko; Takao Fujii;
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年度 2007
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1. Discrete J-spectral factorization of possibly singular polynomial matrices [J] . Stefanovski J Systems and Control Letters . 2004,第2期

机译：可能奇异多项式矩阵的离散J谱分解
2. LINEAR QUADRATIC REGULATION FOR DISCRETE-TIME SYSTEMS WITH INPUT DELAY: SPECTRAL FACTORIZATION APPROACH [J] . Hongguo ZHAO, Huanshui ZHANG, Hongxia WANG, Journal of Systems Science and Complexity . 2008,第1期

机译：具有输入延迟的离散时间系统的线性二次调节：谱分解法
3. LINEAR QUADRATIC REGULATION FOR DISCRETE-TIME SYSTEMS WITH INPUT DELAY: SPECTRAL FACTORIZATION APPROACH [J] . Hongguo ZHAO, Huanshui ZHANG, Hongxia WANG, 系统科学与复杂性：英文版 . 2008,第001期

机译：具有输入延迟的离散系统的线性二次调节：谱分解法
4. Generalized spectral factorization problem for discrete time polynomial matrices via quadratic difference forms [C] . Kaneko, O., Fujii, Decision and Control, 2000. Proceedings of the 39th IEEE Conference on . 2000

机译：离散时间多项式矩阵的二次谱形式的广义谱分解问题
5. Compact Factorization of Matrices Using Generalized Round-rank [D] . Pezeshkpour, Pouya. 2018

机译：使用广义圆形等级的矩阵的紧凑分子
6. A Parallel Framework with Block Matrices of a Discrete Fourier Transform for Vector-Valued Discrete-Time Signals [O] . Pablo Soto-Quiros 2015

机译：矢量值离散时间信号的具有离散傅立叶变换的块矩阵的并行框架
7. A Generalized Lyapunov Stability Theorem for Discrete-time Systems Based on Quadratic Difference Forms [O] . Chiaki KOJIMA, Kiyotsugu TAKABA 2006

机译：基于二次差异形式的离散时间系统的广义Lyapunov稳定性定理
8. Algorithm for Spectral Factorization of Polynomial Matrices with Any Signature [R] . Sebek, M. 1990

机译：任意特征多项式矩阵的谱分解算法

Generalized Spectral Factorization Problem for Discrete Time Polynomial Matrices Via Quadratic Difference Forms

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