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https://id.e-science.pl/records/76665Resource metadata
| Title |
Some Problems of Optimal Control of Multistage Processes (RB-1993-62) |
|---|---|
| Persons |
Authors:
Jakub Gutenbaum
Partner: Systems Research Institute Polish Academy of Sciences, Warsaw |
| Description |
In the paper some problems of optimal control of multistage processes (multi-processes) are considered. A multi-process represents a collection of dynamic control systems described by different mathematical models and/or different objective functionals and coupled trough constraints on the boundary points of the state trajectories. It is shown, that in the case of an additive objective functional the problem can be solved by the Lagrangian multipliers method. In the case when the control systems are also coupled through the cost of the end point of the state trajectory (The Bolza problem) - the dynamic optimization procedure is used to solve the problem. To illustrate the use of this procedure, a problem in investment planning is considered. (English) |
| Keywords | "investment planning"@en, "dynamic optimization"@en, "mnożniki Lagrange`a"@pl, "Lagrange multipliers"@en, "multistage process"@en, "planowanie inwestycji"@pl, "multi-process"@en, "wieloproces"@pl, "proces wielostopniowy"@pl, "optymalizacja dynamiczna"@pl |
| Classification |
Resource type:
article, chapter Scientific discipline: Dziedzina nauk ścisłych i przyrodniczych / matematyka (2018) Destination group: pupils, students, scientists Harmful content: No |
| Characteristics |
Title of source document: RB-1993-62
Place of publication: Warszawa Publisher: IBSPAN Time of publication: 1993 From page: 1 To page: 17 Resource language: English |
| License | CC BY-SA 4.0 |
| Technical information |
Submitter: Anna Wasilewska Availability date: 21-09-2022 |
| Collections | Kolekcja Instytutu Badań Systemowych PAN w Warszawie |
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