Computational optimal control. Proceedings of the 9th IFAC workshop on control applications of optimization held at the Fachhochschule München in September 1992 (Q1320560)

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scientific article; zbMATH DE number 557211
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Computational optimal control. Proceedings of the 9th IFAC workshop on control applications of optimization held at the Fachhochschule München in September 1992
scientific article; zbMATH DE number 557211

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    Computational optimal control. Proceedings of the 9th IFAC workshop on control applications of optimization held at the Fachhochschule München in September 1992 (English)
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    26 April 1994
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    The articles of this volume will be reviewed individually. Indexed articles: \textit{Betts, John T.}, Issues in the direct transcription of optimal control problems to sparse nonlinear programs, 3-17 [Zbl 0797.49028] \textit{Chernousko, F. L.}, Optimization in control of robots, 19-28 [Zbl 0925.93637] \textit{Gill, Philip E.; Murray, Walter; Saunders, Michael A.}, Large-scale SQP methods and their application in trajectory optimization, 29-42 [Zbl 0806.49025] \textit{Pesch, Hans Josef}, Solving optimal control and pursuit-evasion game problems of high complexity, 43-61 [Zbl 0812.49002] \textit{Dikoussar, Vassili V.}, Continuation methods in boundary value problems, 65-70 [Zbl 0794.65061] \textit{Dmitruk, A. V.}, Second order optimality conditions for singular extremals, 71-81 [Zbl 0826.49019] \textit{Gabasov, R.; Balashevich, N. V.; Kirillova, F. M.}, Synthesis of adaptive optimal controls for linear dynamic systems, 83-88 [Zbl 0842.93032] \textit{Sachs, Ekkehard W.}, Control applications of reduced SQP methods, 89-104 [Zbl 0812.49027] \textit{Schenker, W.; Geering, H. P.}, Time optimal control of mechanical systems, 105-114 [Zbl 0800.93549] \textit{Ardema, Mark D.; Chou, Han-Chang}, Second order algorithm for time optimal control of a linear system, 117-126 [Zbl 0813.49006] \textit{Arnold, E.; Puta, H.}, An SQP-type solution method for constrained discrete-time optimal control problems, 127-136 [Zbl 0811.49025] \textit{Botkin, N. D.; Kein, V. M.; Patsko, V. S.; Turova, V. L.; Zarkh, M. A.}, Numerical methods for solving differential games, prospective applications to technical problems, 137-145 [Zbl 0811.90140] \textit{Breitner, Michael H.}, Construction of the optimal feedback controller for constrained optimal control problems with unknown disturbances, 147-162 [Zbl 0825.93185] \textit{Malinowski, Krzysztof}, Repetitive optimization for predictive control of dynamic systems under uncertainty, 163-175 [Zbl 0825.93184] \textit{Pantelides, C. C.; Sargent, R. W. H.; Vassiliadis, V. S.}, Optimal control of multistage systems described by high-index differential-algebraic equations, 177-191 [Zbl 0827.49021] \textit{Sonnevend, György}, A new class of a high order interior point method for the solution of convex semiinfinite optimization problems, 193-211 [Zbl 0807.90114] \textit{Steinbach, Marc C.}, A structured interior point SQP method for nonlinear optimal control problems, 213-222 [Zbl 0937.90510] \textit{Bestle, Dieter; Eberhard, Peter}, Automated approach for optimizing dynamic systems, 225-235 [Zbl 0825.93044] \textit{Grübel, G.; Finsterwalder, R.; Gramlich, G.; Joos, H.-D.; Lewald, S.}, ANDECS: a computation environment for control applications of optimization, 237-254 [Zbl 0800.93338] \textit{Mehlhorn, Rainer; Dinkelmann, Michael; Sachs, Gottfried}, Application of automatic differentiation to optimal control problems, 255-267 [Zbl 0812.49022] \textit{Schöpf, Rainer; Deuflhard, Peter}, OCCAL. A mixed symbolic-numeric optimal control calculator, 269-278 [Zbl 0798.49002] \textit{Callies, R.}, A robotic satellite with simplified design, 281-290 [Zbl 0800.93864] \textit{Claude, D.; Nadjar, N.}, Nonlinear control under constraints of a biological system, 291-301 [Zbl 0793.92005] \textit{Ericsson, Goran; Forsgren, Patrik; Gyllensward, Erik}, An object-oriented approach to optimally describe and specify a SCADA system applied to a power network, 303-318 [Zbl 0800.90677] \textit{Järmark, Bernt; Bengtsson, Henrick}, Near-optimal flight trajectories generated by neural networks, 319-328 [Zbl 0800.93865] \textit{Kugelmann, B.}, Performance of a feedback method with respect to changes in the air- density during the ascent of a two-stage-to-orbit vehicle, 329-338 [Zbl 0800.93868] \textit{Roenneke, Axel J.; Well, Klaus H.}, Linear optimal control for reentry flight, 339-348 [Zbl 0800.93941] \textit{Schindler, Zdeněk}, Steady-state modelling of a turbine engine with controllers, 349-355 [Zbl 0800.93942] \textit{Schulz, V. H.; Bock, H. G.; Longman, R. W.}, Shortest paths for satellite mounted robot manipulators, 357-366 [Zbl 0800.93867] \textit{von Stryk, Oskar; Schlemmer, Maximilian}, Optimal control of the industrial robot manutec \(r3\), 367-382 [Zbl 0800.93866]
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    Computational optimal control
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    Optimal control
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    IFAC
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    Workshop
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    München (Germany)
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    Proceedings
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    Control applications
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