On structured perturbations for two classes of linear infinite-dimensional systems

Author:

Emirsajlow Z.,Pritchard A. J.,Townley S.

Publisher

Springer Science and Business Media LLC

Subject

Control and Systems Engineering

Reference22 articles.

1. Aubin, J. P.,Applied Functional Analysis, John Wiley & Sons: New York, 1979.

2. Bontsema, J. and Curtain, R. F., “Perturbation properties of a class of infinite-dimensional systems with unbounded control and observation,”IMA J. Mathematical Control and Information, vol. 5, pp. 333–352, 1988.

3. Curtain, R. F. Logenmann, H., Townley, S. and Zwart, H., “Well-posedness, stabilizability and admissibility for Pritchard-Salamon systems,”Mathematical Systems, Estimation and Control, vol. 4, (summary pp. 493–2496; full electronic manuscript = 38 pp; retrieval code 85404 (Address: trick, ntp.springer.de,User; anonymous (personal email address);Access: cd jmsec.); full hardcopy to appear), 1994.

4. Curtain, R. F. and Pritchard, A. J.,Infinite Dimensional Systems Theory, Springer-Verlag: Berlin, 1978.

5. Curtain, R. F. and Salamon, D., “Finite-dimensional compensators for infinite dimensional systems with unbounded control action,”SIAM J. Control and Optimization, vol. 24, pp. 797–816, 1986.

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1. Obituary to A. J. Pritchard;International Journal of Control;2008-04

2. From PDEs with Boundary Control to the Abstract State Equation with an Unbounded Input Operator: A Tutorial;European Journal of Control;2000-01

3. Output Target Control and Uncertain Infinite-Dimensional Systems;Variational Calculus, Optimal Control and Applications;1998

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