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Titlebook: Optimal Control; Calculus of Variatio R. Bulirsch,A. Miele,K. Well Book 1993 Springer Basel AG 1993 Calculus of Variations.Eigenvalue.Evolu

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Semidiscrete Ritz-Galerkin Approximation of Nonlinear Parabolic Boundary Control Problemste is considered. Related to this problem a corresponding approximate one is defined, where the equation of state is tackled by a semidiscrete Ritz- Galerkin method and the set of admissible controls is discretized. It is shown that the optimal controls of the approximate problems converge strongly
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Reduced SQP Methods for Nonlinear Heat Conduction Control Problemshe discretized form of such a problem and apply a reduced SQP method for the numerical solution of the optimization problem. This method makes use of the sparsity and offers the advantage to approximate second order information by a quasi Newton update which is practicable with regard to storage. Th
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A Discrete Stabilizing Study Strategy for a Student Related Problem under Uncertaintynimum expenditure of effort Later on, Bondi (1982), Parlar (1984), Cheng and Teo (1987) as well as Lee and Leitmann (1990) discussed, modified and extended the problem. Lee and Leitmann (1991) also considered a related problem in which the system parameters are uncertain but bounded, and the results
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