This monograph introduces the theory of stability and time-optimal control of hereditary systems, drawing upon a range of subjects for evidence and comparisons (biology - predator/prey dynamics; economics - dynamics of capital growth; engineering - aircraft stabilization and automatic steering).
Author(s): E.N. Chukwu (Eds.)
Series: Mathematics in Science and Engineering 188
Publisher: Academic Press
Year: 1992
Language: English
Pages: iii-vi, xi-xii, 1-5
Tags: Автоматизация;Теория автоматического управления (ТАУ);Книги на иностранных языках;
Content:
Edited by
Page iii
Copyright page
Page iv
Dedication
Page v
Acknowledgements
Page vi
Preface
Pages xi-xii
Chapter 1: Examples of Control Systems Described by Functional Differential Equations
Pages 1-34
Chapter 2: General Linear Equations
Pages 35-65
Chapter 3: Lyapunov-Razumikhin Methods of Stability in Delay Equations [5]
Pages 67-85
Chapter 4: Global Stability of Functional Differential Equations of Neutral Type
Pages 87-103
Chapter 5: Synthesis of Time-Optimal and Minimum-Effort Control of Linear Ordinary Systems
Pages 105-192
Chapter 6: Control of Linear Delay Systems
Pages 193-206
Chapter 7: Synthesis of Time-Optimal and Minimum-Effort Control of Linear Delay Systems
Pages 207-302
Chapter 8: Controllable Nonlinear Delay Systems
Pages 303-335
Chapter 9: Control of Interconnected Nonlinear Delay Differential Equations in W(1)2
Pages 337-372
Chapter 10: The Time-Optimal Control of Linear Differential Equations of Neutral Type
Pages 373-439
Chapter 11: The Time-Optimal Control Theory of Nonlinear Systems of Neutral Type
Pages 441-471
Chapter 12: Controllable Nonlinear Neutral Systems
Pages 473-494
Chapter 13: Stability Theory of Large-Scale Hereditary Systems
Pages 495-504
Index
Pages 505-508
