References
SHOWING 1-10 OF 27 REFERENCES
Security‐guaranteed filtering for discrete‐time stochastic delayed systems with randomly occurring sensor saturations and deception attacks
- Mathematics
- 2017
In this paper, the security‐guaranteed filtering problem is studied for a class of nonlinear stochastic discrete time‐delay systems with randomly occurring sensor saturations (ROSSs) and randomly…
New results on networked control systems with non-stationary packet dropouts
- Mathematics
- 2012
In this study, an improved observer-based stabilising controller has been designed for networked systems involving both random measurement and actuation delays and subject to non-stationary packet…
H∞ state estimation for discrete-time delayed neural networks with randomly occurring quantizations and missing measurements
- MathematicsNeurocomputing
- 2015
Variance-constrained resilient H∞ filtering for time-varying nonlinear networked systems subject to quantization effects
- EngineeringNeurocomputing
- 2017
A survey on security control and attack detection for industrial cyber-physical systems
- Computer ScienceNeurocomputing
- 2018
H∞ Filtering for Systems with Delays and Time-varying Nonlinear Parameters
- MathematicsCircuits Syst. Signal Process.
- 2010
This paper is concerned with the gain-scheduled H∞ filtering problem for a class of parameter-varying continuous systems with time delays and sufficient solvability conditions of this problem are obtained based on Lyapunov function approach.
Robust filtering with stochastic nonlinearities and multiple missing measurements
- MathematicsAutom.
- 2009
Stability of Kalman Filtering with Multiple Sensors Involving Lossy Communications
- Mathematics
- 2014
Abstract We study a networked state estimation problem for a linear system with multiple sensors, each of which transmits its measurements to a central estimator via a lossy communication network for…
Multi-dimensional state estimation in adversarial environment
- Mathematics, Computer Science2015 34th Chinese Control Conference (CCC)
- 2015
If the system remains observable after removing arbitrary set of 2l sensor, it is proved that the optimal state estimation can be computed by solving a semidefinite programming problem.