Stabilization of Continuous-Time Probabilistic Logical Networks Under Sampling Dwell Time Constraints
This paper investigates the sampled-data stabilization of continuous-time probabilistic
logical control networks (CT-PLCNs). CT-PLCNs can provide quantitative and accurate …
logical control networks (CT-PLCNs). CT-PLCNs can provide quantitative and accurate …
Parameter-Dependent Positive Observers for LPV Positive Systems
F Rahmanian, MH Asemani - IEEE Transactions on Systems …, 2024 - ieeexplore.ieee.org
In this research, we suggest how to design parameter-dependent positive observers
(PDPOs) and PDPO-based controllers (PDPOBCs) for linear parameter-varying (LPV) …
(PDPOs) and PDPO-based controllers (PDPOBCs) for linear parameter-varying (LPV) …
Finite-time resilient control for uncertain periodic piecewise polynomial time-varying systems
V Thilagamani, R Sakthivel… - Transactions of the …, 2024 - journals.sagepub.com
This study explores the problem of finite-time resilient control for periodic piecewise
polynomial time-varying systems in the face of parameter uncertainties, time-varying state …
polynomial time-varying systems in the face of parameter uncertainties, time-varying state …
Controllability, observability, and stability of ‐conformable fractional linear dynamical systems
L Sadek - Asian Journal of Control, 2024 - Wiley Online Library
This paper focuses on two main aspects. Firstly, we introduce a generalized form of
conformable fractional derivatives called φ φ‐conformable fractional derivatives C δ, φ C &# …
conformable fractional derivatives called φ φ‐conformable fractional derivatives C δ, φ C &# …
Probability rate optimization of positive Markov jump linear systems via DC programming
We investigate the stabilization problem of positive Markov jump linear systems by
optimizing their transition probability rates. By using the convex property of posynomials and …
optimizing their transition probability rates. By using the convex property of posynomials and …
Stability Analysis of Discrete-Time Almost Periodic Piecewise Linear Systems with Dwell Time Uncertainties
F Feng, X Liu, J Luo - 2024 43rd Chinese Control Conference …, 2024 - ieeexplore.ieee.org
This paper addresses the issue of exponential stability of discrete-time almost periodic
piecewise linear systems (APPLSs) with dwell time uncertainties under mode-dependent …
piecewise linear systems (APPLSs) with dwell time uncertainties under mode-dependent …
Stochastic convergence to recurrent state equilibrium for state‐based games
X Wei, H Li - Asian Journal of Control - Wiley Online Library
State‐based games contain an additional state space by comparing with normal games.
Correspondingly, the equilibrium of state‐based games is called recurrent state equilibrium …
Correspondingly, the equilibrium of state‐based games is called recurrent state equilibrium …