Rational and Polynomial Matrices Each rational matrix R(λ) can be seen as the transfer-function matrix of a continuous- or discrete-time descriptor system. Thus, each R(λ) can be equivalently realized by a descriptor s - Cholesky decomposition - Document - PDFSEARCH.IO

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	Rational and Polynomial Matrices Each rational matrix R(λ) can be seen as the transfer-function matrix of a continuous- or discrete-time descriptor system. Thus, each R(λ) can be equivalently realized by a descriptor s Add to Reading List Document Date: 2007-05-21 06:02:22 Open Document File Size: 61,34 KB Share Result on Facebook City Washington DC / Leuven / San Francisco / Anchorage / / Company SIAM Journal / / Country Belgium / United States / / IndustryTerm linear time-invariant systems / unstable systems / algorithm / rational systems / orthogonal pencil reduction algorithms / continuous-time systems / descriptor systems / inverse systems / computing / above mentioned algorithms / least order solutions / generalized inverses special algorithms / degree solution / descriptor systems algorithms / basic tool / / ProgrammingLanguage MATLAB / / ProvinceOrState Alaska / / Technology descriptor systems algorithms / orthogonal pencil reduction algorithms / employing descriptor systems algorithms / above mentioned algorithms / recently developed algorithm / / SocialTag Numerical linear algebra Matrix theory Matrix Cholesky decomposition Determinant Factorization Polynomial Rank Inverse element Algebra

Rational and Polynomial Matrices Each rational matrix R(λ) can be seen as the transfer-function matrix of a continuous- or discrete-time descriptor system. Thus, each R(λ) can be equivalently realized by a descriptor sAdd to Reading List