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  A descriptor systems toolbox for MATLAB (2000) [12 citations — 7 self]

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by A. Varga
Proc. CACSD’2000 Symposium
http://www.robotic.dlr.de/control/publications/2000/varga_cacsd2000p2.pdf
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Abstract:

We describe a recently developed Descriptor Systems Toolbox implemented under Matlab. This Toolbox relies on the object oriented approach for control systems analysis and design provided within the standard Control Toolbox of Matlab. The basic approach to develop the Descriptor Systems Toolbox was to exploit the powerful matrix and system object manipulation features of Matlab via flexible and functionally rich high level m-functions, while simultaneously enforcing highly efficient and numerically sound structure exploiting computations via the mex-function technology of Matlab to solve critical numerical problems. The mex-functions are based on Fortran codes from Lapack and Slicot.

Citations

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34 Solution of the Sylvester matrix equation – Gardiner, Laub, et al. - 1992
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21 Computation of structural invariants of generalized state-space systems – Misra, Dooren, et al. - 1994
20 Computing eigenspaces with specified eigenvalues of a regular matrix pair (A, B) and condition estimation: theory, algorithms and software. Numer. Algorithms – K˚agström, Poromaa
15 Computation of irreducible generalized state-space realizations – Varga - 1989
7 Minimal degree coprime factorization of rational matrices – Oară, Varga - 1999
6 Computation of transfer function matrices of generalized state-space models – Varga - 1989
5 Additive decomposition of a transfer function with respect to a specified region – Kagstrom, Dooren - 1989
1 9] C. Oară and – CDC’98, FL - 1998
1 A The function SZERO SZERO System transmision zeros of LTI systems. Z = SZERO(SYS) computes the transmission zeros of the LTI system SYS. (Z is a column vector). Z = SZERO(SYS,TOL) uses tolerance TOL for rank determinations. [Z,MI] = SZERO(SYS) returns al – Symposium, Dearborn, et al. - 1996
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