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Numerical Computation of Structured Singular Values for Companion Matrices
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作者 Mutti-Ur Rehman shabana tabassum 《Journal of Applied Mathematics and Physics》 2017年第5期1057-1072,共16页
In this article, the computation of μ-values known as Structured Singular Values SSV for the companion matrices is presented. The comparison of lower bounds with the well-known MATLAB routine mussv is investigated. T... In this article, the computation of μ-values known as Structured Singular Values SSV for the companion matrices is presented. The comparison of lower bounds with the well-known MATLAB routine mussv is investigated. The Structured Singular Values provides important tools to analyze the stability and instability analysis of closed loop time invariant systems in the linear control theory as well as in structured eigenvalue perturbation theory. 展开更多
关键词 STRUCTURED SINGULAR Value Block DIAGONAL MATRICES Spectral RADIUS Low-Rank Approximation
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Computing Structured Singular Values for Delay and Polynomial Eigenvalue Problems
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作者 Mutti-Ur Rehman Danish Majeed +1 位作者 Naila Nasreen shabana tabassum 《Open Journal of Applied Sciences》 2017年第7期348-364,共17页
In this article the computation of the Structured Singular Values (SSV) for the delay eigenvalue problems and polynomial eigenvalue problems is presented and investigated. The comparison of bounds of SSV with the well... In this article the computation of the Structured Singular Values (SSV) for the delay eigenvalue problems and polynomial eigenvalue problems is presented and investigated. The comparison of bounds of SSV with the well-known MATLAB routine mussv is investigated. 展开更多
关键词 μ-Values Block DIAGONAL Uncertainties Spectral RADIUS Low-Rank Approximation DELAY EIGENVALUE PROBLEMS POLYNOMIAL EIGENVALUE PROBLEMS
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