Convergence of approximations vs. regularity of solutions for convex,control-constrained optimal-control problems |
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Authors: | Kazimierz Malanowski |
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Institution: | (1) Systems Research Institute, Polish Academy of Sciences, ul. Newelska 6, 01-447 Warszawa, Poland |
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Abstract: | A method of estimating the rate of convergence of approximation to convex, control-constrained optimal-control problems is proposed. In the method, conditions of optimality involving projections on the set of admissible control are exploited. General results are illustrated by examples of Galerkin-type approximations to optimal-control problems for parabolic systems. |
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