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H∞ Filtering for Nonlinear Discrete-time Singular Systems in Encrypted State
by
Zhao, Xin-Yue
, Chang, Xiao-Heng
in
Artificial Intelligence
/ Circuits
/ Complex Systems
/ Computational Intelligence
/ Computer Science
/ Control theory
/ Counters
/ Design
/ Discrete time systems
/ Filtration
/ Fuzzy sets
/ H infinity
/ Liapunov functions
/ Measurement
/ Nonlinear systems
/ Performance indices
/ Sensors
/ Variables
2023
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H∞ Filtering for Nonlinear Discrete-time Singular Systems in Encrypted State
by
Zhao, Xin-Yue
, Chang, Xiao-Heng
in
Artificial Intelligence
/ Circuits
/ Complex Systems
/ Computational Intelligence
/ Computer Science
/ Control theory
/ Counters
/ Design
/ Discrete time systems
/ Filtration
/ Fuzzy sets
/ H infinity
/ Liapunov functions
/ Measurement
/ Nonlinear systems
/ Performance indices
/ Sensors
/ Variables
2023
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While trying to remove the title from your shelf something went wrong :( Kindly try again later!
Do you wish to request the book?
H∞ Filtering for Nonlinear Discrete-time Singular Systems in Encrypted State
by
Zhao, Xin-Yue
, Chang, Xiao-Heng
in
Artificial Intelligence
/ Circuits
/ Complex Systems
/ Computational Intelligence
/ Computer Science
/ Control theory
/ Counters
/ Design
/ Discrete time systems
/ Filtration
/ Fuzzy sets
/ H infinity
/ Liapunov functions
/ Measurement
/ Nonlinear systems
/ Performance indices
/ Sensors
/ Variables
2023
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H∞ Filtering for Nonlinear Discrete-time Singular Systems in Encrypted State
Journal Article
H∞ Filtering for Nonlinear Discrete-time Singular Systems in Encrypted State
2023
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Overview
This paper studies the
H
∞
filtering problem of discrete-time singular nonlinear systems in encrypted state which are represented by Takagi-Sugeno (T-S) fuzzy model, meantime, quantization, signal missing and filter failure are considered. This paper selects the measurement output and the filter output for quantization, the sensor failure of the systems, the loss of the estimated signal and filter output signals are considered. Then, the admissible condition of the filtering error system is calculated and verified, and the condition meets the specific
H
∞
performance index. By quoting a new Lyapunov function, the design conditions of the filter and the adjustment parameters of the quantizers are obtained. Finally, the feasibility of this method is verified by a circuit example.
Publisher
Springer US,Springer Nature B.V
Subject
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