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H
∞
-optimal control for singularly perturbed systems. Part I: Perfect state measurements
Zigang Pan,
Tamer Başar
Electrical and Computer Engineering
Coordinated Science Lab
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Dive into the research topics of 'H
∞
-optimal control for singularly perturbed systems. Part I: Perfect state measurements'. Together they form a unique fingerprint.
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Keyphrases
State Observation
100%
Controller
100%
Optimal Control
100%
Lunate
100%
Disturbance Attenuation
100%
Optimal Disturbances
100%
Singularly Perturbed Systems
100%
Numerical Examples
50%
Achievable Performance
50%
Performance Level
50%
Fast Dynamics
50%
Fast Subsystem
50%
Singular Perturbation Parameter
50%
Slow Subsystem
50%
Composite Controller
50%
Infinite Horizon
50%
Differential Game
50%
Game Theoretic Approach
50%
Ordering System
50%
Singularly Perturbed
50%
Quadratic Cost Function
50%
Corrupted Linear Systems
50%
Quadratic Performance Index
50%
Engineering
State Measurement
100%
Optimal Control
100%
Illustrates
50%
Cost Function
50%
Numerical Example
50%
Optimality
50%
Feedforward
50%
Fast Subsystem
50%
Quadratic Cost
50%
Mathematics
Optimal Control Theory
100%
Optimality
50%
Linear System
50%
Numerical Example
50%
Cost Function
50%
Singular Perturbations
50%
Differential Game
50%
Theoretic Approach
50%
Chemical Engineering
Linear Systems
100%