Comments on “Perturbation bounds for root-clustering oflinear systems in a specified second order subregion”

Sheng-Guo Wang

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Comments on “Perturbation bounds for root-clustering oflinear systems in a specified second order subregion”

机译：关于“指定二阶子区域中线性系统的根类聚类的摄动界”的评论

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This paper comments on the results of the above mentioned paper by Bakker-Luo-Johnson (ibid. vol.40 (1995)). We note that Theorems 3.1 and 4.1 are incorrectly stated, i.e., they are not valid for the non-Ω-transformable regions. The results cannot cover the ride quality region listed in Table 1 since it is a non-Ω-transformable region

机译：本文评论了Bakker-Luo-Johnson的上述论文的结果（同上，第40卷（1995年））。我们注意到定理3.1和4.1的陈述不正确，即它们对于不可转换的区域无效。结果不能覆盖表1中列出的乘车质量区域，因为它是不可转换的区域

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《IEEE Transactions on Automatic Control》 |1996年第5期|p.766-767|共2页
作者
Sheng-Guo Wang;
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正文语种 eng
中图分类自动化系统;
关键词
Lyapunov methods; eigenvalues and eigenfunctions; linear systems; perturbation techniques; root loci; transforms; uncertain systems; Lyapunov method; eigenvalues; linear systems; perturbation bounds; ride quality region; root-clustering; second order subregion;

机译：Lyapunov方法;特征值和特征函数;线性系统;摄动技术;根基因座;变换;不确定系统;Lyapunov方法;特征值;线性系统;摄动界;乘坐质量区域;根类聚类;二阶子区域;

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专利

1. Comments on "Perturbation bounds for root-clustering of linear systems in a specified second order subregion" [J] . Sheng-Guo Wang IEEE Transactions on Automatic Control . 1996,第5期

机译：关于“指定二阶子区域中线性系统的根类聚类的摄动界”的评论
2. Perturbation bounds for root-clustering of linear systems in a specified second order subregion [J] . Baker W., Luo J.S. IEEE Transactions on Automatic Control . 1995,第3期

机译：指定二阶子区域中线性系统的根类聚类的摄动界
3. Perturbation bounds for root-clustering of linear systems in aspecified second order subregion [J] . Baker W., Luo J.S., Johnson A. IEEE Transactions on Automatic Control . 1995,第3期

机译：特定二阶子区域中线性系统的根类聚类的摄动界
4. Performance robustness bounds for linear systems to guarantee root-clustering in second order subregions of the complex plane [C] . Bakker, W., Luo, . 1993

机译：线性系统的性能鲁棒性边界，以确保在复杂平面的二阶子区域中进行根聚类
5. Spectral theory for generalized bounded variation perturbations of orthogonal polynomials and Schrodinger operators. [D] . Lukic, Milivoje. 2011

机译：正交多项式和Schrodinger算子的广义有界变化摄动的谱理论。
6. Perturbations of the distal heme pocket in human myoglobin mutants probed by infrared spectroscopy of bound CO: correlation with ligand binding kinetics. [O] . S Balasubramanian, D G Lambright, S G Boxer 1993

机译：通过结合的CO的红外光谱探测人肌红蛋白突变体中远端血红素袋的扰动：与配体结合动力学的关系。
7. Perturbation bounds for root-clustering of linear systems in a specified second order subregion [O] . Bakker, W, Luo, JS, Johnson, A 1995

机译：指定二阶子区域中线性系统的根类聚类的摄动界

Comments on “Perturbation bounds for root-clustering oflinear systems in a specified second order subregion”

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