| Document Type
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BL
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| Record Number
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890106
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| Main Entry
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Zhu, Yuanguo
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| Title & Author
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Uncertain optimal control /\ Yuanguo Zhu.
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| Publication Statement
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Singapore :: Springer,, [2019].
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| Series Statement
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Springer uncertainty research,
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| Page. NO
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1 online resource (ix, 208 pages) :: illustrations (some color).
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| ISBN
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9789811321344
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: 9789811321351
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: 9789811347375
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: 9811321345
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: 9811321353
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: 9811347379
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9789811321337
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9811321337
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| Bibliographies/Indexes
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Includes bibliographical references and index.
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| Contents
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Basics on Uncertainty Theory -- Uncertain Expected Value Optimal Control -- Uncertain Optimistic Value Optimal Control -- Uncertain Discrete-time Models -- Uncertain Bang-bang Optimal Control -- Optimal Control for Switched Uncertain System -- Optimal Control for Uncertain System with Time-delay -- Applications.
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| Abstract
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This book introduces the theory and applications of uncertain optimal control, and establishes two types of models including expected value uncertain optimal control and optimistic value uncertain optimal control. These models, which have continuous-time forms and discrete-time forms, make use of dynamic programming. The uncertain optimal control theory relates to equations of optimality, uncertain bang-bang optimal control, optimal control with switched uncertain system, and optimal control for uncertain system with time-delay. Uncertain optimal control has applications in portfolio selection, engineering, and games. The book is a useful resource for researchers, engineers, and students in the fields of mathematics, cybernetics, operations research, industrial engineering, artificial intelligence, economics, and management science.
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| Subject
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Control theory.
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Uncertainty (Information theory)
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Artificial intelligence.
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Automatic control engineering.
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Control theory.
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MATHEMATICS / Calculus
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MATHEMATICS / Mathematical Analysis
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Operational research.
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Optimization.
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Uncertainty (Information theory)
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Computational Intelligence.
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Artificial Intelligence.
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Control, Robotics, Mechatronics.
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Operations Research/Decision Theory.
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| Subject
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Optimization.
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| Dewey Classification
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515/.642
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| LC Classification
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QA402.3
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