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Bibliography using none toconnect none on web,windows applicationbarcode generating Pritchard, A. J. and none none D.

Salamon (1985) The linear-quadratic control problem for retarded systems with delays in control and observation. IMA J. Math.

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J. and D. Salamon (1987) The linear quadratic control problem for in nite dimensional systems with unbounded input and output operators.

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Control, 38:994 998. Rebarber, R. (1995) Exponential stability of coupled beams with dissipative joints: a frequency domain approach.

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Rosenblum, M. and J. Rovnyak (1985) Hardy Classes and Operator Theory.

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L. (1971) Boundary value control theory of the higher-dimensional wave equation. SIAM J.

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Russell, D. L. (1973b) A uni ed boundary controllability theory for hyperbolic and parabolic partial differential equations.

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Russell, D. L. (1975) Decay rates for weakly damped systems in Hilbert space obtained with control-theoretic methods.

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and G. Weiss (1994) A general necessary condition for exact observability. SIAM J.

Control Optim., 32:1 23. Salamon, D.

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Salamon, D. (1989) Realization theory in Hilbert space. Math.

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Staffans, O. J. (1985) Feedback stabilization of a scalar functional differential equation.

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GS1 Barcodes Knowledge Bibliography Staffans, O. J. (199 none for none 1) Stabilization of a distributed system with a stable compensator.

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Staffans, O. J. (1994) Well-posedness and stabilizability of a viscoelastic equation in energy space.

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Staffans, O. J. (1998a) Coprime factorizations and well-posed linear systems.

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Staffans, O. J. (1998b) Quadratic optimal control of well-posed linear systems.

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Staffans, O. J. (1998c) Feedback representations of critical controls for well-posed linear systems.

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Staffans, O. J. (1998d) On the distributed stable full information H minimax problem.

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Staffans, O. J. (1998e) Quadratic optimal control of a parabolic equation.

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Staffans, O. J. (1999a) Admissible factorizations of Hankel operators induce well-posed linear systems.

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Staffans, O. J. (2001a) J -energy preserving well-posed linear systems.

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a Staffans, O. J. (2002a) Passive and conservative continuous-time impedance and scattering systems.

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Staffans, O. J. (2002c) Stabilization by collocated feedback.

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