Sufficient conditions for optimality of a control problem with discrete time
The given sufficient conditions for optimality of a control problem with discrete time are similar to the so-called Bellmann equations of dynamic programming. The occuring unknown functions are approximately computed by a set of first order and second order conditions. By using these approximations...
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| Veröffentlicht in: | Nonlinear analysis, theory and applications |
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| Sprache: | eng |
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1981
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Tag hinzufügen | Titel | Jahr | Verfasser |
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| On a initial boundary value problem for the nonlinear Schrödinger equation with selfconsistent potential | 1981 | Gajewski, Herbert |
| Sufficient conditions for optimality of a control problem with discrete time | 1981 | Hoffmann, Armin |
| Problems in connection with the Hahn-Banach theorem | 1981 | Nehse, Reinhard |
| On the normality of Lagrange multiplier rules for optimal control problems | 1981 | Lorentz, Rainer |
| A constructive proof of the implicit function theorem for analytic operators | 1981 | Sparing, Hans-Dieter |