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Bibliography on robust control. (English) Zbl 0778.93017

Summary: This bibliography includes a compilation of selected books and journal articles written on the subject of Robust Control during the period 1987- 1991. Papers are further divided into theory and applications. The theoretical subject matter of each article is identified by appropriate acronyms and application papers are separated into specific areas.

MSC:

93B35 Sensitivity (robustness)
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References:

[1] Bahnasavi, A. A.; Mahmoud, M. S., Control of partially-known dynamical systems, (Lecture Notes in Control and Information Sciences, Vol. 124 (1989), Springer-Verlag: Springer-Verlag Berlin)
[2] Balas, G.; Doyle, J.; Glover, K.; Packard, A.; Smith, R., The μ Analysis and Synthesis Toolbox. Musyn, MN (1991)
[3] Basar, T.; Bernhard, P., \((H^∞\)-Optimal Control and Related Minimax Design Problems (1991), Birkhauser: Birkhauser Boston) · Zbl 0751.93020
[4] Bhattacharyya, S. P., Robust stabilization against structured perturbations, (Lecture Notes in Control and Information Sciences, Vol. 99 (1987), Springer-Verlag: Springer-Verlag Berlin) · Zbl 0699.93074
[5] (Bhattacharyya, S. P.; Keel, L. H., Control of Uncertain Dynamic Systems (1991), CRC Press: CRC Press London)
[6] Boyd, S. P.; Barratt, C. H., (Linear Controller Design: Limits of Performance (1991), Prentice Hall: Prentice Hall Englewood Cliffs, NJ) · Zbl 0748.93003
[7] Chiang, R. Y.; Safonov, M. G., (Robust-Control Toolbox (1988), The Math Works: The Math Works South Natick)
[8] (Conte, G.; Perdon, A. M.; Wyman, B., New Trends in Systems Theory (1991), Birkhauser: Birkhauser Boston) · Zbl 0726.00023
[9] (Curtain, R. F., Modelling, Robustness and Sensitivity Reduction in Control Systems (1987), Springer-Verlag: Springer-Verlag Berlin) · Zbl 0624.00022
[10] D’Azzo, J. J.; Houpis, C. H., (Linear Control System Analysis and Design: Conventional and Modern (1988), McGraw-Hill: McGraw-Hill New York) · Zbl 0366.93001
[11] (Dorato, P., Robust Control (1987), IEEE Press: IEEE Press New York)
[12] (Dorato, P.; Yedavalli, R. K., Recent Advances in Robust Control (1990), IEEE Press: IEEE Press New York)
[13] Dorato, P.; Fortuna, L.; Muscato, G., Robust control for unstructured perturbations: an introduction, (Lecture Notes in Control and Information Sciences, Vol. 168 (1992), Springer-Verlag: Springer-Verlag Berlin) · Zbl 0941.93504
[14] Doyle, J. C.; Francis, B. A.; Tannenbaum, A. R., (Feedback Control Theory (1992), Macmillan: Macmillan New York)
[15] Francis, B. A., A course in \(H^∞\) control, (Lecture Notes in Control and Information Sciences, Vol. 88 (1987), Springer-Verlag: Springer-Verlag Berlin)
[16] Freudenberg, J. S.; Looze, D. J., Frequency domain properties of scalar and multivariable feedback systems, (Lecture Notes in Control and Information Sciences, Vol. 104 (1988), Springer-Verlag: Springer-Verlag Berlin) · Zbl 0637.93035
[17] Grujic, L. T.; Martynyuk, A. A.; Pavella, M. Ribbens, Large scale system stability under structural and singular perturbation, (Lecture Notes in Control and Information Sciences, Vol. 92 (1987), Springer-Verlag: Springer-Verlag Berlin) · Zbl 0582.93048
[18] Gutman, S., Root clustering in parameter space, (Lecture Notes in Control and Information Sciences, Vol. 141 (1990), Springer-Verlag: Springer-Verlag Berlin) · Zbl 0692.93050
[19] Habets, L. C.G. J.M., Robust stabilization in the gap-topology, (Lecture Notes in Control and Information Sciences, Vol. 150 (1991), Springer-Verlag: Springer-Verlag Berlin) · Zbl 0777.93075
[20] (Hammond, P. H., Robust Control System Design using \(H^∞\) and Related Methods (1991), Institute of Measurement and Control: Institute of Measurement and Control London)
[21] (Hinrichsen, D.; Martensson, B., Control of Uncertain Systems (1990), Birkhauser: Birkhauser Boston) · Zbl 0723.00049
[22] Integrated Systems, (Matrix\(_x\)/System Build Tutorial (1990), Integrated Systems Inc: Integrated Systems Inc Santa Clara)
[23] Joshi, S. M., Control of large flexible space structures, (Lecture Notes in Control and Information Sciences, Vol. 131 (1989), Springer-Verlag: Springer-Verlag Berlin) · Zbl 0596.93048
[24] (Kaashoek, M. A.; van Schuppen, J. H.; Ran, A. C.M., Robust Control of Linear System and Nonlinear Control (1990), Birkhauser: Birkhauser Boston)
[25] Lunze, J., (Robust Multivariable Feedback Control (1988), Prentice Hall: Prentice Hall Englewood Cliffs, NJ)
[26] Maciejowski, J. M., (Multivariable Feedback Design (1989), Addison-Wesley: Addison-Wesley Reading, MA) · Zbl 0691.93001
[27] McFarlane, D. C.; Glover, K., Robust controller design using normalized coprime factor plant descriptions, (Lecture Notes in Control and Information Sciences, Vol. 138 (1990), Springer-Verlag: Springer-Verlag Berlin) · Zbl 0688.93044
[28] (Milanese, M.; Tempo, R.; Vicino, A., Robustness in Identification and Control (1989), Plenum Press: Plenum Press New York) · Zbl 0723.00048
[29] Morari, M.; Zafiriou, E., (Robust Process Control (1989), Prentice Hall: Prentice Hall Englewood Cliffs, NJ)
[30] (Mosca, E.; Pandolfi, L., \(H^∞\)-control theory. \(H^∞\)-control theory, Lecture Notes in Mathematics, Vol. 1496 (1990), Springer-Verlag: Springer-Verlag Berlin)
[31] Mustafa, D.; Glover, K., Minimum entropy \(H^∞\) control, (Lecture Notes in Control and Information Sciences, Vol. 146 (1990), Springer-Verlag: Springer-Verlag Berlin) · Zbl 0701.93027
[32] (Nijmeijer, H.; Schumacher, J. M., Three decades of mathematical system theory. Three decades of mathematical system theory, Lecture Notes in Control and Information Sciences, Vol. 135 (1989), Springer-Verlag: Springer-Verlag Berlin) · Zbl 0676.00025
[33] Reinschke, K. J., Multivariable control. a graph theory approach, (Lecture Notes in Control and Information Sciences, Vol. 108 (1988), Springer-Verlag: Springer-Verlag Berlin) · Zbl 0682.93006
[34] Subrahmanyam, M. B., Optimal control with a worst-case performance criterion and applications, (Lecture Notes in Control and Information Sciences, Vol. 145 (1990), Springer-Verlag: Springer-Verlag Berlin) · Zbl 0798.93021
[35] Thompson, P. M., (Program CC Reference Manual (1988), Systems Technology Inc: Systems Technology Inc Hawthorne)
[36] Weinmann, A., (Uncertain Models and Robust Control (1991), Springer-Verlag: Springer-Verlag Wien)
[37] (Zinober, A. S.I., Deterministic Control of Uncertain Systems (1990), Peter Peregrinus: Peter Peregrinus London) · Zbl 0754.93001
[38] Abdallah, C.; Docampo, D.; Jordan, R., Necessary and sufficient conditions for the stability of polynomials with linear parameter dependencies, Int. J. of Robust and Nonlinear Control, 1, 69-78 (1991), [KHAR] · Zbl 0754.93051
[39] Abdul-Wahab, A. A.; Zohdy, M. A., Generalized linear transformations on the design of robust dynamic output feedback controllers, Int. J. Control, 48, 1241-1266 (1988), [RMM] · Zbl 0651.93017
[40] Abdul-Wahab, A. A., Robustness measure bounds for Lyapunov-type state-feedback systems, (IEE Proceedings, Part D, 137 (1990)), 321-337, [LQG], [SSM] · Zbl 0739.93059
[41] Ackermann, J.; Hu, H. Z.; Kaesbauer, D., Robustness analysis: a case study, IEEE Trans. Aut. Control, AC-35, 352-356 (1990), [KHAR] · Zbl 0707.93059
[42] Ackermann, J. E.; Hu, H. Z., Robustness of sampled-data control systems with uncertain physical plant parameters, Automatica, 27, 705-710 (1991), [DTS], [KHAR]
[43] Ackermann, J.; Kaesbauer, D.; Muench, R., Robust gamma-stability analysis in a plant parameter space, Automatica, 27, 75-85 (1991), [KHAR] · Zbl 0733.93059
[44] Agathoklis, P.; Sreeram, V., Lower bounds for the stability margin of linear continuous systems based on weighted performance criteria, (IEE Proceedings, Part D, 136 (1989)), 63-67, [RSP] · Zbl 0731.93080
[45] Amillo, J.; Mata, F. A., Robust stabilization of stystems with multiple real pole uncertainties, IEEE Trans. Aut. Control, AC-36, 749-752 (1991), [HINF], [RSP]
[46] Anderson, B. D.O.; Jury, E. I.; Mansour, M., On robust Hurwitz polynomials, IEEE Trans. Aut. Control, AC-32, 909-913 (1987), [KHAR]
[47] Argoun, M. B., Stability of a Hurwitz polynomial under coefficients perturbations: necessary and sufficient conditions, Int. J. Control, 45, 739-744 (1987), [FDM], [KHAR] · Zbl 0616.65082
[48] Argoun, M. B., Frequency domain conditions for the stability of perturbed polynomials, IEEE Trans. Aut. Control, AC-32, 913-916 (1987), [KHAR] · Zbl 0638.93067
[49] Badr, R. I.; Hassan, M. F.; Bernussou, J.; Bilal, A. Y., Time-domain robustness and performance optimisation of linear quadratic control problems, (IEE Proceedings, Part D, 135 (1988)), 223-231, [LQG] · Zbl 0648.93010
[50] Bahnasawi, A. A.; Al-Fuhaid, A. S.; Mahmoud, M. S., Linear feedback approach to the stabilization of uncertain discrete systems, (IEE Proceedings, Part D, 136 (1989)), 47-52, [DTS], [LQG], [SSM] · Zbl 0664.93072
[51] Bailey, F. N.; Panzer, D.; Gu, G., Two algorithms for frequency domain design of robust control systems, Int. J. Control, 48, 1787-1806 (1988), [KHAR], [KRF] · Zbl 0661.93029
[52] Balakrishnan, V.; Boyd, S.; Balemi, S., Branch and bound algorithm for computing the minimum stability degree of parameter-dependent linear systems, Int. J. of Robust and Nonlinear Control, 1, 295-317 (1991), [KHAR] · Zbl 0759.93036
[53] Barmish, B. R., A generalization of Kharitonov’s four-polynomial concept for robust stability problems with linearly dependent coefficient perturbations, IEEE Trans. Aut. Control, AC-34, 157-165 (1989), [KHAR] · Zbl 0671.93050
[54] Barmish, B. R.; Khargonekar, P. P., Robust stability of feedback control systems with uncertain parameters and unmodeled dynamics, Mathematics of Control, Signal Systems, 3, 197-210 (1990), [KHAR], [MSU] · Zbl 0701.93075
[55] Barmish, B. R.; Khargonekar, P. P.; Shi, Z. C.; Tempo, R., Robustness margin need not be a continuous function of the problem data, Systems and Control Letters, 15, 91-98 (1990), [KHAR], [SSV] · Zbl 0703.93051
[56] Barmish, B. R.; Fu, M.; Saleh, S., Stability of a polytope of matrices: counterexamples, IEEE Trans. Aut. Control, AC-33, 569-572 (1988), [KHAR], [SSM] · Zbl 0644.93053
[57] Barmish, B. R.; Shi, Z., Robust stability of perturbed systems with time delays, Automatica, 25, 371-381 (1989), [DPS], [KHAR] · Zbl 0685.93027
[58] Barmish, B. R.; Shi, Z., Robust stability of a class of polynomials with coefficients depending multilinearly on perturbations, IEEE Trans. Aut. Control, AC-35, 1040-1043 (1990), [KHAR] · Zbl 0724.93063
[59] Barmish, B. R.; Tempo, R., The robust root locus, Automatica, 26, 283-292 (1990), [KRF] · Zbl 0708.93063
[60] Barmish, B. R.; Tempo, R., On the spectral set for a family of polynomials, IEEE Trans. Aut. Control, AC-36, 111-115 (1991), [KHAR] · Zbl 0725.93066
[61] Bartlett, A. C.; Hollot, C. V., A necessary and sufficient condition for Schur invariance and generalized stability of polytopes of polynomials, IEEE Trans. Aut. Control, AC-33, 575-578 (1988), [DTS], [KHAR] · Zbl 0644.93054
[62] Bartlett, A. C.; Hollot, C. V.; Lin, Huang, Root locations of an entire polytope of polynomials: it suffices to check the edges, Mathematics of Control, Signal Systems, 1, 61-71 (1987), [KHAR] · Zbl 0652.93048
[63] Basar, T., A dynamic games approach to controller design: disturbance rejection in discrete-time, IEEE Trans. Aut. Control, AC-36, 936-952 (1991), [DTS], [HINF] · Zbl 0734.90139
[64] Basile, G.; Marro, G., On the robust controlled invariant, Systems and Control Letters, 9, 191-195 (1987), [RCO], [SSM] · Zbl 0632.93020
[65] Basu, S., On the multidimensional generalization of robustness of scattering Hurwitz property of complex polynomials, IEEE Trans. Circ. and Systems, CAS-36, 1159-1167 (1989), [KHAR] · Zbl 0687.30006
[66] Beale, S.; Shafai, B., Robust control system design with a proportional integral observer, Int. J. Control, 50, 97-111 (1989), [OBD] · Zbl 0683.93022
[67] Bentsman, J.; Fakhfakh, J.; Lehman, B., Vibrational stabilization of linear time delay systems and is robustness with respect to the delay size, Systems and Control Letters, 12, 267-272 (1989), [DPS], [RSP] · Zbl 0673.93067
[68] Berger, C. S., Robust control of discrete systems, (IEE Proceedings, Part D, 136 (1989)), 165-170, [DTS], FDM] · Zbl 0731.93025
[69] Bernstein, D. S., Robust static and dynamic output-feedback stabilization: deterministic and stochastic perspectives, IEEE Trans. Aut. Control, AC-32, 1076-1084 (1987), [SSM], [RSP] · Zbl 0632.93056
[70] Bernstein, D. S., Robust stability and performance via fixed-order dynamic compensation, SIAM J. on Control and Optimization, 27, 389-406 (1989), [RPM], [SSM] · Zbl 0683.93062
[71] Bernstein, D. S.; Haddad, W. M., The optimal projection equations with Petersen-Hollot bounds: robust stability and performance via fixed-order dynamic compensation for systems with structured real-valued parameter uncertainty, IEEE Trans. Aut. Control, AC-33, 578-582 (1988), [RPM], [SSM] · Zbl 0648.93013
[72] Bernstein, D. S.; Haddad, W., LQG control with an \(H^∞\) performance bound: a Riccati equation approach, IEEE Trans. Aut. Control, AC-34, 293-305 (1989), [HHM], [LQG] · Zbl 0674.93069
[73] Bernstein, D. S.; Haddad, W. M., Robust decentralized static output feedback, Systems and Control Letters, 12, 309-318 (1989), [LSS] · Zbl 0677.93052
[74] Bernstein, D. S.; Haddad, W. M., Robust stability and performance analysis for linear dynamic systems, IEEE Trans. Aut. Control, AC-34, 751-758 (1989), [RPM] · Zbl 0689.93020
[75] Bernstein, D. S.; Haddad, W. M., Robust stability and performance via fixed-order dynamic compensation with guaranteed cost bounds, Mathematics of Control, Signal Systems, 3, 139-163 (1990), [RPM] · Zbl 0694.93021
[76] Bernstein, D. S.; Hollot, C. V., Robust stability for sampled data control systems, Systems and Control Letters, 13, 217-226 (1989), [DTS] · Zbl 0684.93052
[77] Bernussou, J.; Peres, P. L.D.; Geromel, J. C., A linear programming oriented procedure for quadratic stabilization of uncertain systems, Systems and Control Letters, 13, 65-72 (1989), [QSM] · Zbl 0678.93042
[78] Biernacki, R. M.; Hwang, H.; Bhattacharyya, S. P., Robust stability with structured real parameter perturbations, IEEE Trans. Aut. Control, AC-32, 495-506 (1987), [KRF]
[79] Birdwell, J. D.; Laub, A. J., Balanced singular values for LQG/LTR design, Int. J. Control, 45, 939-950 (1987), [LQG], [LTR] · Zbl 0608.93027
[80] Bistritz, Y., Stability criterion for continuous-time system polynomials with uncertain complex coefficients, IEEE Trans. Circ. and Systems, CAS-35, 442-448 (1988), [KHAR] · Zbl 0666.93089
[81] Blanchini, F., Feedback control for linear time-invariant systems with state and control bounds in the presence of disturbances, IEEE Trans. Aut. Control, AC-35, 1231-1234 (1990), [QSM] · Zbl 0721.93036
[82] Bose, N. K.; Jury, E. I.; Zeheb, E., On robust Hurwitz and Schur polynomials, IEEE Trans. Aut. Control, AC-33, 1166-1168 (1988), [DTS], [KHAR] · Zbl 0659.93060
[83] Bose, N. K.; Kim, K. D., Stability of a complex polynomial set with coefficients in a diamond and generalizations, IEEE Trans. Circ. and Systems, CAS-36, 1168-1174 (1989), [KHAR] · Zbl 0683.30007
[84] Bourles, H.; Joannic, Y.; Mercier, O., Rho-stability and robustness: discrete-time case, Int. J. Control, 52, 1217-1239 (1990), [DTS] · Zbl 0707.93057
[85] Bourles, H., Alfa-stability and robustness of large-scale interconnected systems, Int. J. Control, 45, 2221-2232 (1987), [LSS] · Zbl 0625.93007
[86] Boyd, S.; Balakrishnan, V.; Barrat, C.; Kraishi, N.; Li, X.; Mayer, D.; Norman, S., A new method and associated architectures for linear controllers, IEEE Trans. Aut. Control, AC-33, 268-283 (1988), [RMO]
[87] Boyd, S.; Yang, Q., Structured and simultaneous Lyapunov functions for system stability problems, Int. J. Control, 49, 2215-2240 (1989), [QSM], [SPR], [SSM] · Zbl 0683.93057
[88] Boyd, S.; Balakrishnan, V.; Kabamba, P., A bisection method for computing the \(H^∞\)-norm of a transfer matrix and related problems, Mathematics of Control, Signal and Systems, 2, 207-219 (1989), [HINF] · Zbl 0674.93020
[89] Byers, R.; Nash, S. G., Approaches to robust pole assignment, Int. J. Control, 49, 97-117 (1989), [RPA] · Zbl 0666.93042
[90] Chang, B. C.; Ekdal, O.; Yeh, H. H.; Banda, S. S., Computation of the real structured singular value via polytopic polynomials, J. of Guidance, Control and Dynamics, 14, 140-147 (1991), [SSV] · Zbl 0751.93058
[91] Chang, J., Robust finite settling time stabilization of discrete time system with structured uncertainty, Systems and Control Letters, 16, 49-58 (1991), [DTS], [RSP] · Zbl 0753.93061
[92] Chang, K. C.; Lu, H. C., Robust stabilization for multivariable systems with constrained control: frequency domain approach, Mathematics of Control, Signal Systems, 3, 81-96 (1990), [FDM], [MIMO], [RSP] · Zbl 0681.93021
[93] Chapellat, H.; Bhattacharyya, S. P., A generalization of Kharitonov’s theorem: robust stability of interval plants, IEEE Trans. Aut. Control, AC-34, 306-311 (1989), [KRF] · Zbl 0666.93100
[94] Chapellat, H.; Bhattacharyya, S. P.; Dahleh, M., Robust stability of a family of a disc polynomials, Int. J. Control, 51, 1353-1362 (1990), [KHAR] · Zbl 0701.93079
[95] Chapellat, H.; Dahleh, M.; Bhattacharyya, S. P., Robust stability under structured and unstructured perturbations, IEEE Trans. Aut. Control, AC-35, 1100-1108 (1990), [KRF], [MSU] · Zbl 0723.93051
[96] Chapellat, H.; Dahleh, M.; Bhattacharyya, S. P., On robust non-linear stability of interval control systems, IEEE Trans. Aut. Control, AC-36, 59-67 (1991), [KRF], [NTV] · Zbl 0722.93054
[97] Charlet, B., Stability and robustness for nonlinear systems decoupled and linearized by feedback, Systems and Control Letters, 8, 367-374 (1987), [NTV] · Zbl 0631.93065
[98] Chen, B. M.; Saberi, A.; Sannuti, P., A new stable compensator design for exact and approximate loop transfer recovery, Automatica, 27, 257-277 (1991), [LTR] · Zbl 0729.93028
[99] Chen, B. S.; Lin, C. L., Robust controllers for multivariable model-matching systems, Int. J. Control, 50, 1717-1730 (1989), [MIMO], [RMM] · Zbl 0686.93019
[100] Chen, B. S.; Wang, W. J., Robust stabilization of nonlinearly perturbed large-scale systems by decentralized observer-controller compensators, Automatica, 28, 1035-1041 (1990), [LSS] · Zbl 0717.93045
[101] Chen, B. S.; Wong, C. C., Robust linear controller design: time-domain approach, IEEE Trans. Aut. Control, AC-32, 161-164 (1987), [MIMO], [SSM] · Zbl 0606.93062
[102] Chen, B. S.; You, W. S., Robust stabilization in an observer-controller feedback system under nonlinear time-varying perturbations or unmodeled dynamics, IEEE Trans. Aut. Control, AC-32, 1131-1135 (1987), [NTV], [RSP] · Zbl 0627.93057
[103] Chen, C. L.; Munro, N., Calculation of the largest generalized stability hypersphere in the robust stability problem for the maximum settling-time and minimum damping-ratio cases, IEEE Trans. Aut. Control, AC-36, 756-759 (1991), [KHAR], [KRF]
[104] Chen, G.; de Figueiredo, R. J.P., On robust stabilization of nonlinear control systems, Systems and Control Letters, 12, 373-379 (1989), [NTV] · Zbl 0667.93081
[105] Chen, K. H.; Chen, W. L., Robust controller analysis of linear multiloop feedback system using approximate models, Int. J. Control, 51, 353-363 (1990), [MIMO] · Zbl 0694.93081
[106] Chen, Y. H., Robust output feedback controller: direct design, Int. J. Control, 46, 1083-1091 (1987), [MIMO], [OBD], [SSM] · Zbl 0629.93052
[107] Chen, Y. H., Robust output feedback controller: indirect design, Int. J. Control, 46, 1093-1103 (1987), [MIMO], [OBD], [SSM] · Zbl 0629.93053
[108] Chen, Y. H., Decentralized robust control system design for large-scale uncertain systems, Int. J. Control, 47, 1195-1205 (1988), [LSS] · Zbl 0641.93008
[109] Chen, Y. H., Design of robust controllers for uncertain dynamical systems, IEEE Trans. Aut. Control, AC-33, 487-491 (1988), [NTV] · Zbl 0638.93053
[110] Chen, Y. H., Robust control system design: non-adaptive versus adaptive, Int. J. Control, 51, 1457-1477 (1990), [SSM] · Zbl 0701.93044
[111] Chen, Y. H.; Leitmann, G., Robustness of uncertain systems in the absence of matching assumptions, Int. J. Control, 45, 1527-1542 (1987), [SSM] · Zbl 0623.93023
[112] Cheres, E.; Gutman, S.; Palmor, Z. J., Stabilization of uncertain dynamic systems including state delay, IEEE Trans. Aut. Control, AC-34, 1199-1203 (1989), [DPS], [RSP] · Zbl 0693.93059
[113] Cheung, M. F.; Yurkovich, S., On the robustness of MEOP design versus asymptotic LQG synthesis, IEEE Trans. Aut. Control, AC-33, 1061-1065 (1988), [LQG] · Zbl 0655.93024
[114] Chien, C. M.; Wang, B. C., Design technique for a SISO system with uncertain nonminimum-phase plant, (IEE Proceedings, Part D, 137 (1990)), 381-384, [FDM]
[115] Chou, J. H., Stability robustness of linear state space models with structured perturbations, Systems and Control Letters, 15, 207-210 (1990), [SSM] · Zbl 0724.93062
[116] Chou, J. H., Pole-assignment robustness in a specified disk, Systems and Control Letters, 16, 41-44 (1991), [RPA] · Zbl 0733.93027
[117] Chou, J. H.; Horng, I. R., On sufficient conditions for the stability of interval matrices, J. of the Franklin Institute, 326, 19-26 (1989), [SSM]
[118] Choura, S.; Jayasuriya, S., Robust finite time settling control of distributed parameter systems, Int. J. Control, 52, 1425-1453 (1990), [DPS] · Zbl 0708.93025
[119] Cobb, J. D., Toward a theory of robust compensation for systems with unknown parasitics, IEEE Trans. Aut. Control, AC-33, 1130-1138 (1988), [MOD] · Zbl 0658.93028
[120] Cobb, J. D., Linear compensator design based exclusively on input-output information are never robust with respect to unmodeled dynamics, IEEE Trans. Aut. Control, AC-33, 559-563 (1988), [SSM] · Zbl 0645.93043
[121] Curtain, R. F., Robust stabilizability of normalized coprime factors: the infinite dimensional case, Int. J. Control, 51, 1173-1190 (1990), [DPS] · Zbl 0703.93050
[122] Dahleh, M. A.; Ohta, Y., A necessary and sufficient condition for robust BIBO stability, Systems and Control Letters, 11, 271-275 (1988), [HINF], [LONE] · Zbl 0654.93057
[123] Dahleh, M. A.; Pearson, J. B., Optimal rejection of persistent disturbances, robust stability and mixed sensitivity minimization, IEEE Trans. Aut. Control, AC-33, 722-731 (1988), [MSN] · Zbl 0657.93019
[124] Dasgupta, S., Kharitonov’s theorem revisited, Systems and Control Letters, 11, 381-384 (1988), [KHAR] · Zbl 0673.93071
[125] Dasgupta, S.; Parker, P. J.; Anderson, B. D.; Kraus, F. J.; Manour, M., Frequency domain conditions for the robust stability of linear and nonlinear dynamical systems, IEEE Trans. Circ. Systems, CAS-38, 389-397 (1991), [FDM] · Zbl 0759.93061
[126] Datko, R., Not all feedback stabilized hyperbolic systems are robust with respect to small time delays in their feedback, SIAM J. on Control and Optimization, 26, 697-713 (1988), [DPS] · Zbl 0643.93050
[127] Davison, E. J.; Scherzinger, B. M., Perfect control of the robust servomechanism problem, IEEE Trans. Aut. Control, AC-32, 689-702 (1987), [RST] · Zbl 0625.93051
[128] de Gaston, R. R.E.; Safonov, M. G., Exact calculation of the multiloop stability margin, IEEE Trans. Aut. Control, AC-33, 156-191 (1988), [KHAR] · Zbl 0674.93036
[129] Dickman, A., On the robustness of multivariable linear feedback systems in state-space representation, IEEE Trans. Aut. Control, AC-32, 407-410 (1987), [MIMO], [SSM] · Zbl 0612.93016
[130] Djaferis, T. E., Robust pole assignment for systems with parameters, Int. J. Control, 46, 1461-1475 (1987), [RPA] · Zbl 0623.93029
[131] Djaferis, T. E., Achieving robust stability by sensing additional system outputs, IEEE Trans. Aut. Control, AC-32, 228-231 (1987), [MIMO], [SSM] · Zbl 0618.93054
[132] Djaferis, T. E., Finite frequency tests for robust performance of systems with real parameter uncertainty, IEEE Trans. Aut. Control, AC-36, 1477-1482 (1991), [KHAR], [RPM] · Zbl 0741.93060
[133] Djaferis, T. E., Representations of controllers that achieve robust performance for systems with real parameter uncertainty, Systems and Control Letters, 16, 329-339 (1991), [KHAR], [RPM] · Zbl 0728.93035
[134] Djaferis, T. E., To stabilize a \(k\) real parameter affine family of plants it suffices to simultaneously stabilize 4\(^k\) polynomials, Systems and Control Letters, 16, 187-193 (1991), [KRF], [RSP] · Zbl 0732.93061
[135] Djaferis, T. E., Simple robust stability tests for polynomials with real parameter uncertainty, Int. J. Control, 53, 907-927 (1991), [KHAR] · Zbl 0734.93065
[136] Djaferis, T. E.; Hollot, C. V., A Routh-like test for the stability of families of polynomials with linear uncertainty, Systems and Control Letters, 13, 23-29 (1989), [KHAR] · Zbl 0685.93019
[137] Djaferis, T. E.; Hollot, C. V., The stability of a family of polynomials can be deduced from a finite number \(O(k^3)\) of frequency checks, IEEE Trans. Aut. Control, AC-34, 982-986 (1989), [KHAR] · Zbl 0693.93065
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