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International Journal of Control Volume 57, 1993 - Issue 1
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Original Articles

Two-Riccati formulae for the discrete-time H∞ -control problem

VLAD IONESCU Department of Automatic Control, Polytechnic Institute of Buchares, 313 Splaiul Independentei, 77206, Bucharest, Romania
&
MARTIN WEISS Research Institute for Informatics, 8-10 Maresal Averescu, 71316, Bucharest, Romania
Pages 141-195 | Received 15 Feb 1991, Accepted 12 Aug 1992, Published online: 03 Apr 2007

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HITOSHI KATAYAMA & AKIRA ICHIKAWA. (1996) H∞ -control with output feedback for time-varying discrete systems. International Journal of Control 63:6, pages 1167-1178.
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Articles from other publishers (19)

Sebastian F. Tudor & Cristian Oara. (2015) &#x210B;<inf>&#x221E;</inf> control problem for generalized discrete-time LTI systems. &#x210B;<inf>&#x221E;</inf> control problem for generalized discrete-time LTI systems.
Sebastian F. Tudor & Cristian Oară. (2015) $\mathcal{H}_\infty$ Control Problem for Discrete-Time Algebraic Dynamical Systems. SIAM Journal on Control and Optimization 53:5, pages 3171-3194.
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Cristian Oară & Raluca Marinică. (2013) factorizations of a general discrete-time system . Automatica 49:7, pages 2221-2228.
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Tsung-Ming Huang & Wen-Wei Lin. (2009) Structured doubling algorithms for weakly stabilizing Hermitian solutions of algebraic Riccati equations. Linear Algebra and its Applications 430:5-6, pages 1452-1478.
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P. Suchomski. (2005) Structural properties of H&#8734;discrete-time controllers based on J-lossless factorisations. Structural properties of H&#8734;discrete-time controllers based on J-lossless factorisations.
Tzann-Shin Lee, S.-J. Chiang & Jhy-Ming Chang. (2001) H/sub /spl infin// loop-shaping controller designs for the single-phase UPS inverters. IEEE Transactions on Power Electronics 16:4, pages 473-481.
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Y.Z. Sun, X. Li, S. Yan, Y.H. Song & M.M. Farsangi. (2000) Novel decentralized robust excitation control for power system stability improvement. Novel decentralized robust excitation control for power system stability improvement.
L. Guo. (1998) A new disturbance rejection scheme for hard disk drive control. A new disturbance rejection scheme for hard disk drive control.
Wen-Wei Lin & Chern-Shuh Wang. (1997) On Computing Stable Lagrangian Subspaces of Hamiltonian Matrices and Symplectic Pencils. SIAM Journal on Matrix Analysis and Applications 18:3, pages 590-614.
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V. Ionescu, C. Oara & M. Weiss. (1997) General matrix pencil techniques for the solution of algebraic Riccati equations: a unified approach. IEEE Transactions on Automatic Control 42:8, pages 1085-1097.
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Wei Lin & C.I. Byrnes. (1996) H/sub ∞/-control of discrete-time nonlinear systems. IEEE Transactions on Automatic Control 41:4, pages 494-510.
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Lisong Yuan, Luke E.K. Achenie & Weisun Jiang. (1996) Robust H∞ control for linear discrete-time systems with norm-bounded time-varying uncertainty. Systems & Control Letters 27:4, pages 199-208.
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P. Chevrel, F. Auger & M. Machmoum. (1996) H/sub ∞/ control for a single-phase active power filter: a systematic approach. H/sub ∞/ control for a single-phase active power filter: a systematic approach.
S. Rangan & K. Poolla. (1996) Multimodel adaptive ℋ/sub ∞/ control. Multimodel adaptive ℋ/sub ∞/ control.
Vlad Ionescu. (1995) On the evaluation of the least achievable tolerance in the disturbance feedforward problem. Systems & Control Letters 25:2, pages 113-119.
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Wei Lin & Christopher I. Byrnes. (1995) discrete-time nonlinear H∞ control with measurement feedback. Automatica 31:3, pages 419-434.
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Vasile Dragan, Aristide Halanay & Vlad Ionescu. (1994) Infinite horizon disturbance attenuation for discrete-time systems. A Popov-Yakubovich approach. Integral Equations and Operator Theory 19:2, pages 153-215.
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F.D. Barb, W. De Koning & V. Ionescu. (1994) Digital H/sup ∞/-control with measurement-feedback for Pritchard-Salamon systems. II. A Popov theory based solution. Digital H/sup ∞/-control with measurement-feedback for Pritchard-Salamon systems. II. A Popov theory based solution.
C.A. Jacobson & G. Tadmor. (1993) Adaptive robust control of LTV systems. Adaptive robust control of LTV systems.

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