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Publications of A. J. Laub
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C. Kenney and A. J. Laub.
A Schur-Fréchet Algorithm for Computing the Logarithm of a Matrix.
Technical report CCEC-95-0714,
Center for Control Engineering and Computation. University of California at Santa Barbara,
1995.
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A. R. Ghavimi and A. J. Laub.
A Note on Observer Design with Complete Loop Transfer Recovery.
Technical report CCEC-94-0201,
Center for Control Engineering and Computation. University of California at Santa Barbara,
1994.
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A. R. Ghavimi and A. J. Laub.
An Implicit Deflation Method for Ill-Conditioned Sylvester and Lyapunov Equations.
Technical report CCEC-93-1004,
Center for Control Engineering and Computation. University of California at Santa Barbara,
1993.
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A. R. Ghavimi and A. J. Laub.
Backward Error, Sensitivity, and Refinement of Computed Solutions of Algebraic Riccati Equations.
Technical report CCEC-93-1118,
Center for Control Engineering and Computation. University of California at Santa Barbara,
1993.
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A. R. Ghavimi and A. J. Laub.
Computation of Approximate Null Vectors of Sylvester and Lyapunov Equations.
Technical report CCEC-93-0815,
Center for Control Engineering and Computation. University of California at Santa Barbara,
1993.
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C. S. Kenney and A. J. Laub.
A Hyperbolic Tangent Identity and the Geometry of Padé Sign Function Iterations.
Technical report CCEC-93-0629,
Center for Control Engineering and Computation. University of California at Santa Barbara,
1993.
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J. J. Hench and A. J. Laub.
An Extension of Floquet Theory to Discrete-Time Periodic Systems.
Technical report CCEC-92-0914,
Center for Control Engineering and Computation. University of California at Santa Barbara,
1992.
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J. J. Hench and A. J. Laub.
An Extension of the QR Algorithm for a Sequence of Matrices.
Technical report CCEC-92-0228,
Center for Control Engineering and Computation. University of California at Santa Barbara,
1992.
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J. J. Hench and A. J. Laub.
On the Numerical Solution of the Discrete-Time Periodic Riccati Equation.
Technical report CCEC-92-0917,
Center for Control Engineering and Computation. University of California at Santa Barbara,
1992.
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M. Holthaus,
C. S. Kenney,
and A. J. Laub.
Numerical Methods for Studying Parameter Dependence of Solutions to Schrödinger's Equation.
Technical report CCEC-92-1030,
Center for Control Engineering and Computation. University of California at Santa Barbara,
1992.
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C.S. Kenney and A. J. Laub.
Small-Sample Monte Carlo Condition Estimates for General Matrix Functions.
Technical report CCEC-92-0224,
Center for Control Engineering and Computation. University of California at Santa Barbara,
1992.
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C. S. Kenney,
S. Stubberud,
and A. J. Laub.
A Rational Interpolation Method to Compute Frequency Response.
Technical report CCEC-92-0504,
Center for Control Engineering and Computation. University of California at Santa Barbara,
1992.
Note: Published in Proc. 5th Annual NASA/NSF/DOD Workshop on Aerospace Computational Control, 413-426, Santa Barbara, CA, August 1992.
[bibtex-entry]
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S. Stubberud,
C.S. Kenney,
and A. J. Laub.
Frequency Response Computation Via Rational Interpolation.
Technical report CCEC-91-1024,
Center for Control Engineering and Computation. University of California at Santa Barbara,
1991.
Note: Published in IEEE Trans. Automatic Control, 38:1203-1213, 1993.
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Last modified: Mon Sep 8 16:51:41 2008