Dynamic Systems with Time Delays: Stability and Control
Ju H. Park ; Tae H. Lee ; Yajuan Liu ; Jun Chen
This book presents up-to-date research developments and novel methodologies to solve various stability and control problems
of dynamic systems with time delays. First, it provides the new introduction of integral and summation inequalities for stability analysis of nominal time-delay systems in continuous and discrete time
domain, and presents corresponding stability conditions for the nominal system and an applicable nonlinear system. Les mer
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Vår pris:
1181,-
(Paperback)
Fri frakt!
Leveringstid: Sendes innen 21 dager
På grunn av Brexit-tilpasninger og tiltak for å begrense covid-19 kan det dessverre oppstå forsinket levering.
This book presents up-to-date research developments and novel methodologies to solve various stability and control problems
of dynamic systems with time delays. First, it provides the new introduction of integral and summation inequalities for stability
analysis of nominal time-delay systems in continuous and discrete time domain, and presents corresponding stability conditions
for the nominal system and an applicable nonlinear system. Next, it investigates several control problems for dynamic systems
with delays including
H(infinity) control problem
Event-triggered control problems;
Dynamic output feedback control problems;
Reliable sampled-data control problems.
Finally, some application topics covering filtering, state estimation, and synchronization are considered. The book will be a valuable resource and guide for graduate students, scientists, and engineers in the system sciences and control communities.
H(infinity) control problem
Event-triggered control problems;
Dynamic output feedback control problems;
Reliable sampled-data control problems.
Finally, some application topics covering filtering, state estimation, and synchronization are considered. The book will be a valuable resource and guide for graduate students, scientists, and engineers in the system sciences and control communities.
Part I: BasicsChapter 1 INTRODUCTION
Chapter 2 BASICS OF TIME-DELAY SYSTEMS AND THEIR APPLICATIONS
Part II: Stability analysis of Time-Delay Systems
Chapter 3 CHAPTER TITLE: INTEGRAL/SUMMATION INEQUALITIES
Chapter 4 STABILITY ANALYSIS FOR LINEAR SYSTEMS WITH TIME-DELAYS
Chapter 5 STABILITY ANALYSIS FOR LUR'E SYSTEMS OF NEUTRAL-TYPE WITH TIME-VARYING DELAYS
Chapter 6 STABILITY ANALYSIS OF NEURAL NETWORKS WITH VARIOUS TYPES OF TIME DELAYS
Part III: Control Problems of Dynamics Systems with Time-Delays
Chapter 7 CONTROL DESIGN FOR TS FUZZY SYSTEMS WITH TIME-DELAYS
Chapter 8 DELAYED FEEDBACK CONTROL OF CHAOTIC LUR'S SYSTEMS
Chapter 9 H1 CONTROL FOR COMPLEX DYNAMICAL NETWORKS WITH COUPLING DELAYS
Part IV: Applications of Dynamics Systems with Time-Delays
Chapter 10 H1 STATE ESTIMATION OF STATIC NEURAL NETWORKS WITH TIME VARYING DELAYS
Chapter 11 STATE ESTIMATION FOR GENETIC REGULATORY NETWORKS WITH LEAKAGE DELAYS AND TIME-VARYING DELAYS
Chapter 12 SECURE COMMUNICATION BASED ON SYNCHRONIZATION OF CHAOTIC SYSTEMS WITH CHANNEL DELAY
Chapter 2 BASICS OF TIME-DELAY SYSTEMS AND THEIR APPLICATIONS
Part II: Stability analysis of Time-Delay Systems
Chapter 3 CHAPTER TITLE: INTEGRAL/SUMMATION INEQUALITIES
Chapter 4 STABILITY ANALYSIS FOR LINEAR SYSTEMS WITH TIME-DELAYS
Chapter 5 STABILITY ANALYSIS FOR LUR'E SYSTEMS OF NEUTRAL-TYPE WITH TIME-VARYING DELAYS
Chapter 6 STABILITY ANALYSIS OF NEURAL NETWORKS WITH VARIOUS TYPES OF TIME DELAYS
Part III: Control Problems of Dynamics Systems with Time-Delays
Chapter 7 CONTROL DESIGN FOR TS FUZZY SYSTEMS WITH TIME-DELAYS
Chapter 8 DELAYED FEEDBACK CONTROL OF CHAOTIC LUR'S SYSTEMS
Chapter 9 H1 CONTROL FOR COMPLEX DYNAMICAL NETWORKS WITH COUPLING DELAYS
Part IV: Applications of Dynamics Systems with Time-Delays
Chapter 10 H1 STATE ESTIMATION OF STATIC NEURAL NETWORKS WITH TIME VARYING DELAYS
Chapter 11 STATE ESTIMATION FOR GENETIC REGULATORY NETWORKS WITH LEAKAGE DELAYS AND TIME-VARYING DELAYS
Chapter 12 SECURE COMMUNICATION BASED ON SYNCHRONIZATION OF CHAOTIC SYSTEMS WITH CHANNEL DELAY
Ju Hyun Park received his PhD from Pohang University of Science and Technology (POSTECH) in 1997. He is currently a Professor
at the Department of Electrical Engineering at Yeungnam University. His research focuses on Nonlinear Dynamics Systems (Chaos
theory, Neural/Complex Networks, Hybrid/Switching System), Control Theories, Signal processing, Delay-Differential Equations/Systems
and Applied Mathematics, Embedded and Intelligent System. He is current Associate Editor of Nonlinear Dynamics and Subject
Editor of Journal of The Franklin Institute (JFI).