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Robust H
∞
tracking: A game theory approach
C. E. de Souza
*
,
U. Shaked
, M. Fu
*
Corresponding author for this work
School of Electrical Engineering
University of Newcastle
Research output
:
Contribution to journal
›
Article
›
peer-review
25
Scopus citations
Overview
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∞
tracking: A game theory approach'. Together they form a unique fingerprint.
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Keyphrases
Controller
100%
Game Theoretic Approach
100%
Reference Signal
100%
Bounded Energy
100%
Augmented Games
100%
Parameter Uncertainty
50%
Dynamic Model
50%
Performance Level
50%
Noise Signal
50%
Game Theory
50%
Specific Information
50%
Original System
50%
Output Feedback
50%
Tracking Error
50%
Noise Measurement
50%
Tracker
50%
Input Noise
50%
Euclidean Norm
50%
Error Signal
50%
Time-varying Systems
50%
Disturbance Input
50%
Equilibrium Solution
50%
Bounded Region
50%
Prescribed Performance
50%
Energy Signal
50%
Tracking Signals
50%
Tracking Problem
50%
Disturbance Estimation
50%
Quadratic Payoff Function
50%
Engineering
Energy Engineering
100%
Initial Condition
66%
Reference Signal
66%
Parameter Uncertainty
33%
Sufficient Condition
33%
Output Feedback
33%
Measurement Noise
33%
Dynamic Models
33%
Input Noise
33%
Priori Knowledge
33%
Error Signal
33%
Signal Energy
33%
Prescribed Performance
33%
Equilibrium Solution
33%
Signal Tracking
33%
Euclidean Norm
33%