Titlebook: Optimal Control of Complex Structures; International Confer K.-H. Hoffmann,I. Lasiecka,F. Tr?ltzsch Conference proceedings 2002 Springer Ba

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Domain Decomposition in Optimal Boundary Control of Hyperbolic Equations with Boundary Damping,s through an impedance boundary condition. The dissipative nature of the boundary condition improves the regularity of solutions and allows penalization of final state in the natural energy norm of the system. An iterative domain decomposition algorithm is proposed for the associated optimality syst

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A Gauss-Newton Method for the Identification of Nonlinear Heat Transfer Laws,his paper the theoretical background is investigated and numerical examples are discussed. The numerical experiences show that the algorithms proposed in the paper are suitable for problems having strongly perturbed data. Using stability estimates a posteriori estimates of the error are derived.

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Numerical Analysis in Optimal Control,In this paper we explain and exemplify how one goes about analyzing the convergence of algorithms and discrete approximations in optimal control.

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